#graph math function calculus science tutor

[kohakhearts]

when people first meet me and inquire about my studies im generally hit with two different responses, being 1) “wow, that’s an unusual combination”/“you don’t see that often”/etc. and 2) “you must be SO smart!” (or its evil twin, “you must hate yourself ha-ha”), and while the first is obviously a better response than the second, both are kinda…awkward to react to.

like? IS it an unusual combination of interests, or is it actually that most institutions make it exceptionally difficult for people to pursue stem and arts concurrently? and that we don’t often talk about the heavy crossover between stem and the arts because we’re so culturally obsessed with this notion that the world is split into Art People and Science People (also known as English People and Math People)?

and how would my interest in a science make me any smarter than someone in my program who chose to pursue a minor in history instead of physics? also, NO, i don’t hate myself. obviously taking stem classes after spending years believing im “not a math person” has lowered my gpa, but that’s not really something i care about, because at the end of the day i find the subject endlessly fascinating and i enjoy my classes very much, and i get better at math every semester because i have no choice. because it’s just…a method of communication. it’s a language. you practice, you improve - but you have to be consistent and intentional about it. the same way you have to be consistent and intentional about analyzing fictional texts and historical documents.

which is to say that like. you are using the same skills. i tutored a high school student last year who looked at me like i was crazy for saying that close reading a short story is functionally the same as solving an algebra problem. you collect like terms. then you compare and contrast them to make a statement about them - it’s human nature to seek refuge in what is familiar even if it is simultaneously traumatic, or x = 2 and y = -2. you can chart it, you can graph it, you can draw it. listen, isn’t there something so inherently beautiful about the word integral? it’s something intrinsic, baked into a person or a thing - the fundamental values formed within you by tiny, infinitesimal pieces: moments, experiences - they coalesce into something completely different, but still. you can go back. you can find the pieces. define them, pick them apart, put them together again in new ways. expand them, contract them, equate them to something else just to understand them.

half the study of mathematics is called analysis, for god’s sake. what is the study of art if not analysis? is it not the goal of the artist, the writer, to make sense of our place in the world? and is this not what we do in physics, too? look at the world and try to find reason in it? as the poet spends their life trying to make the intangible tangible, the particle physicist attempts to study dark matter. when we form a sentence, we utilize a complex system of equations that are so second-nature to us we don’t even register that’s what we’re doing - but there’s a reason this branch of linguistics is called syntactic calculus.

like…believe me. if you told my teenage self i’d be taking calculus-based courses in university, i wouldn’t have believed it. i teach high school students now who tell me they know they aren’t good at english, but it doesn’t matter to them because they do so well in math. and i get it. i do. but it’s disappointing, too, because i think my knowledge of math has made me a better reader and writer. and it feels like most people are missing out on that connection, because they feel like it’s impossible to make. but any experimentalist can tell you there’s an art to the scientific process. any musician or poet can tell you that great art is dictated by numbers - rhythm, rhyme and metre, all of it. the only group of people as interested in conceptual symmetry as physicists are artists.

anyway, all i’m saying is like - one is not more essential than the other, these things are inextricably linked, these things are as fundamental to human existence as breathing. there’s a reason why astronomers defer to shakespeare to name newly discovered bodies in space, you know? we've all gotta learn to love the math in our art and the artistry behind math.

[saralshraddha]

Mastering IB Mathematics HL: A Guide to the Most Challenging IB Math Course

The International Baccalaureate (IB) Mathematics Higher Level (HL) course is widely regarded as one of the most demanding subjects in the IB Diploma Programme. Designed for students with strong mathematical abilities and a keen interest in abstract and applied mathematics, Math HL prepares learners for university courses in mathematics, engineering, physics, and other STEM-related fields.

Whether you're considering enrolling in IB Math HL or supporting someone who is, understanding the course structure, challenges, and strategies for success is essential.

🔍 What Is IB Mathematics HL?

As part of the updated IB curriculum (from 2019 onward), Mathematics HL is divided into two main course types:

1. Mathematics: Analysis and Approaches (HL)

Focuses on algebraic, theoretical, and calculus-based approaches.

Ideal for students aiming for careers in mathematics, physics, engineering, and computer science.

Emphasizes proofs, mathematical reasoning, and analytical problem-solving.

2. Mathematics: Applications and Interpretation (HL)

Focuses on mathematical modeling, real-world data, and technology use.

Ideal for students interested in data science, social sciences, business, economics, or any career requiring applied math skills.

Emphasizes statistical analysis, use of technology, and real-world application.

Both HL options cover the Standard Level content in greater depth, with additional advanced topics and more demanding assessments.

🧠 Key Topics in Math HL

While topics vary slightly between the two HL courses, the general curriculum includes:

Common Core Areas:

Algebra

Functions

Trigonometry

Calculus

Statistics and probability

HL-Only Topics:

Complex numbers

Series and differential equations (for Analysis HL)

Advanced statistical modeling (for Applications HL)

Vectors in three dimensions

Proof and mathematical induction (mostly in Analysis HL)

📝 Assessment Structure

IB Math HL is assessed through three externally examined papers and one internal assessment (IA):

External Assessment (80% of final grade):

Paper 1: Non-calculator (theoretical and algebra-heavy questions)

Paper 2: Calculator-allowed (applied and real-world math problems)

Paper 3: HL-only, focused on extended problem-solving and deeper analysis

Internal Assessment (20%):

A Mathematical Exploration, where students investigate a math topic of their choice.

Encourages independent thinking, creativity, and real-world application.

🎯 Who Should Take Math HL?

IB Math HL is suited for students who:

Enjoy abstract mathematical thinking

Plan to study STEM subjects at university

Have a strong background in pre-IB mathematics (like advanced algebra and pre-calculus)

Are comfortable with a heavy workload and consistent self-study

📈 Tips for Succeeding in Math HL

Start Early: Get a head start on challenging topics like calculus and vectors.

Practice Regularly: The course is cumulative—consistent practice helps retain and apply concepts.

Use IB Past Papers: Familiarize yourself with the structure and question types.

Get Comfortable with Technology: A graphing calculator is essential; knowing how to use it efficiently can save time and earn marks.

Choose an IA Topic You’re Genuinely Curious About: This makes the research process more engaging and meaningful.

Ask for Help Early: Whether through peers, teachers, or tutors, don’t wait until you’re overwhelmed.

🎓 Long-Term Benefits of IB Math HL

Completing Math HL not only opens doors to elite university programs—it also cultivates:

Analytical thinking

Problem-solving resilience

A deeper understanding of abstract and applied math

Skills in modeling, data analysis, and logical reasoning

These are invaluable whether you’re becoming an engineer, economist, scientist, or informed global citizen.

✅ Final Thoughts

IB Mathematics HL is not for the faint of heart, but for those who embrace the challenge, it offers unmatched academic and personal growth. With discipline, curiosity, and the right support, students can thrive in Math HL and emerge ready to tackle the most rigorous university courses and professional paths.

https://www.tychr.com/ib-maths-analysis-approaches-hl-tutor/

[1358456]

Math!

I had a good chat with my friend today, and among various stuff discussed, one thing particularly caught my attention and intrigue. And that is... why so many people, including said friend, hated math in high school.

Friend: "I really hated math in high school." Me: "Heh. Now that's something you shouldn't say in front of someone who majored in pure math." Friend: "I suppose. But really though. If you weren't in those classes too, I would've been doomed."

A little homage to a previous conversation several years ago...

Me: "Vote? Me? Heh. I don't give a damn. I still haven't voted once, and most likely never will." Friend: "Aww, that's not something you say in front of someone who majored in political science." Me: "Heh. Maybe."

Anyways. The whole "I hated math in high school" thing... I heard it a lot over the years, and the reason is almost always because of trigonometry. It feels like, the moment sin and cos enter the field, a solid half of the students are like "f*ck this, I'm out". Only a small few get to hate math because of how it just blows their mind. When a + b no longer equals b + a, or when you can make a cone that has finite volume but infinite surface area, which means you can fill it up with paint but never be able to fully paint the interior... hehe. There are things that are mathematically possible but realistically impossible, usually when dealing with infinite or near 0 numbers.

So, many people hate the whole trigonometry thing, and I kind of get it. It's not something you'll ever need outside of math class for a vast majority of people. So they complain why the hell were they forced to sit through all that? And the answer is... well, it sucks for them. Because the thing is, trigonometry is so basic and fundamental in everything math, that it can't be pushed back to university or grade 12, even, when math is no longer mandatory. In university, you need to be very familiar with everything trig right off the bat, or you're f*cked. There are two irrational numbers that appear absolutely everywhere in math, to the point that I believe those the signatures of the one who created math, and those are e and pi. e being the natural number (the natural number is not a natural number...), and pi being... that pi. Why are they everywhere? Because e^x is everywhere and sin and cos are also everywhere. But at least those who hated math got to escape while the angles were still in degrees, no one had to worry about integrating using trig identities, and when you were still actually evaluating sin and cos.

The next most common math complaint I heard, which I only heard while I was tutoring grade 12 students, is... why is the course "calculus and vectors" when vectors have nothing to do with calculus? It's like... in the middle of the course, you suddenly abandon the entirety of the first half to learn something completely unrelated. And then you have to re-remember the first half for the exam! The answer for that one is because the grade 12 curriculum got changed in a very dumb manner. Calculus was too hard so they pulled calculus out of calculus and the remaining husk became "advanced functions". And that was because the grade 11 math course was called "functions" so they couldn't use that name again. And calculus by itself was too short so they pulled vectors out of the removed geometry course and now it's "calculus and vectors". ... And then in university I had to do vector calculus! "Oh, so this is where it merges..." heh. Just the concept of f(x) blows some people's minds. Well, here's f(x, y) for starters! ... And drawing 4D graphs...

Of course, this is just referring to the Ontario math curriculum. So those who live outside of Ontario, Canada, which would be... most everyone, your high school math woes (if you had 'em) might be a little different. But I'm betting that trig stuff was still the kicker.

[digitalprocess]

Homeworkify Alternatives: Top Platforms to Help with Homework and Study Needs

Homeworkify has been a popular tool for students seeking help with homework solutions, but as with any service, exploring alternatives can offer more resources, features, and insights to enhance your study experience. Here’s a look at the top Homeworkify alternatives that provide similar functionalities with unique features to help you tackle complex assignments, gain better understanding, and improve your academic performance.

Top Apps and Tools for Homework Help

 1. Chegg Study

Overview: Chegg is one of the most well-known academic assistance platforms, offering solutions to problems from textbooks, expert Q&A sessions, and step-by-step guides across multiple subjects. Its additional features, like textbook rentals and tutoring, make it a comprehensive platform for students.

Key Features:

- Textbook Solutions: Access solutions to thousands of textbook questions, which can be helpful for understanding problem-solving techniques.

- Expert Q&A: Post your questions and get answers from experts within minutes to hours.

- Tutoring Services: Chegg offers 24/7 tutoring for various subjects, allowing for more interactive and personalized support.

Best For: Students who want in-depth explanations, tutoring, and access to textbook solutions.

 2. Course Hero

Overview: Course Hero provides a vast library of study materials, including course notes, study guides, and past exams from various institutions. It’s an excellent resource for students looking for detailed study content and notes beyond just textbook solutions.

Key Features:

- Study Resources: Access millions of study documents from students and educators, such as lecture notes, flashcards, and quizzes.

- Homework Help: Submit questions to be answered by tutors and subject experts, similar to Homeworkify.

- Textbook Solutions: Course Hero offers a large collection of step-by-step solutions for popular textbooks.

Best For: Students who need a comprehensive study resource that includes notes, flashcards, and practice exams.

 3. Quizlet

Overview: Quizlet is an interactive study platform that allows users to create and use flashcards, quizzes, and games for study purposes. While it’s not a traditional homework help site, its flashcard-based approach is ideal for reviewing terms, formulas, and concepts.

Key Features:

- Flashcards: Create and browse flashcards for nearly any topic, ideal for memorization and quick reviews.

- Learning Modes: Quizlet offers various learning modes, such as “Learn” and “Match,” to make studying more interactive.

- Collaboration: Work in study groups or share flashcards with classmates for collaborative learning.

Best For: Students who prefer visual and interactive study methods for quick review sessions.

 4. Photomath

Overview: Photomath is specifically geared toward students needing help with math problems. By scanning math problems with your smartphone, you can receive step-by-step solutions and explanations, making it easy to understand complex math concepts.

Key Features:

- Instant Solutions: Scan math problems for instant solutions, covering basic math to advanced calculus.

- Step-by-Step Explanations: Photomath provides detailed explanations, showing the process for each solution.

- Graphing Tools: Some problems come with graphing options to help you visualize math concepts.

Best For: Students struggling with math homework who prefer quick, step-by-step solutions on their mobile devices.

 5. Socratic by Google

Overview: Socratic is a homework helper powered by Google’s AI technology, offering answers and explanations in various subjects. It covers a wide range of topics, making it versatile and useful for general study purposes.

Key Features:

- AI-Powered Solutions: Socratic uses AI to find explanations and resources related to your questions across multiple subjects.

- Visual Learning: The app breaks down solutions visually, especially in subjects like math, science, and history.

- Multi-Subject Coverage: While many apps focus on specific subjects, Socratic covers everything from humanities to science and math.

Best For: Students looking for a free and easy-to-use app that covers a broad range of subjects with visual aids.

 6. Bartleby

Overview: Bartleby offers textbook solutions, writing help, and 24/7 study support, making it a reliable resource for both academic and writing needs. Its “Bartleby Write” feature is helpful for students working on essays or research papers.

Key Features:

- Textbook Solutions: Bartleby has a library of solutions to popular textbooks, much like Homeworkify.

- Writing Assistance: The writing tool checks grammar, spelling, and provides citation help for academic papers.

- Homework Help: Post questions and receive answers from experts in various subjects.

Best For: Students who need both homework help and writing assistance for essays and research papers.

 7. Khan Academy

Overview: Khan Academy offers free, high-quality courses, videos, and practice exercises across a wide array of subjects. Although not a Q&A platform, it provides excellent resources for self-paced learning and understanding complex topics.

Key Features:

- Video Lessons: Access thousands of video lessons across subjects, including math, science, humanities, and test prep.

- Practice Exercises: Each lesson comes with practice questions to test your knowledge.

- Personalized Learning: The platform allows you to track your progress and focus on areas that need improvement.

Best For: Students seeking free, high-quality lessons and practice exercises for self-study.

 8. Brainly

Overview: Brainly is a peer-to-peer learning platform where students ask and answer homework questions. It’s community-driven, making it a great place to get quick answers from peers who have tackled similar questions.

Key Features:

- Community Help: Post questions and get answers from fellow students and community members.

- Gamified Learning: Earn points by helping others, which can be used to ask questions, adding an interactive element.

- Subject Coverage: Brainly covers a wide range of subjects, making it a versatile resource for various academic needs.

Best For: Students looking for community-driven help and those who enjoy interactive, gamified study environments.

 Choosing the Right Homework Helper

Each Homeworkify alternative offers unique features suited to different learning preferences. Whether you need detailed textbook solutions, math problem-solving assistance, or a community-based approach, these platforms provide valuable support to help you succeed academically. Exploring each platform and identifying what aligns best with your study style and subject needs will help you maximize your learning experience.

[its-no-biggie]

OMG ive been summoned!!! okay okay lets see

first off. getting this one out of the way. i havent voted yet but i swear to god if calculus is winning right now im gonna be /pissed/ (not really lmao). not because its BAD or anything, i enjoyed learning about it, but its sooooo overhyped as The Hard One when conceptually its not even that interesting. wooaahhhhh find the area under a curve!! revolutionary!! like yeah the calculations are long and often difficult ESPECIALLY once you get into multivariable calculus but like. it gets way too much hype for what it is.

im tempted to vote algebra for how foundational it is but thats a boring answer. same with functions and relations. im also not voting for trig because i tutor high schoolers and im sick of it tbh. its basically just geometry a little to the left anyway.

ok at first i kinda skipped over geometry but you know what. thats a little unfair. euclidean geometry is generally very boring but higher dimensional geometry? hyperbolic or circular geometry???? where would we be as a society without klein bottles and mobius strips and hyper cubes and hyperbolic crochet. anyway if youre reading this you need to play hyperbolica its a simple puzzle game a la portal but instead of thinking with portals you have to think in hyperbolic space. where space has more. space. everything looks a little distorted and it totally fucks your spatial awareness its so fun. even something as simple as a maze becomes difficult because when you turn left 4 times you DONT end up where you started and it just doesnt compute in your brain. also the npcs are little robot guys and its so cute and charming. 10/10 excellent game. anyway yeah im not voting for geometry because a lot of it is boring but it does have its moments!

i went to university for statistics (well. technically actuarial science but its pretty much the same thing) so im a bit biased towards it. but its definitely the most useful kind of math for the average person to understand (aside from basic algebra) but its also like. really wild that it works?? that you can collect a big chunk of data and then determine correlations between variables with a high degree of accuracy. its basically the antithesis of what people think of math (rules and hard logic and one correct answer) but its still so rigorous and useful and so so important to understand

but more than statistics i am a huge fan of matrix theory. i really love matrix operations theyre SO SATISFYING and just really fun to do. especially when you apply them to linear algebra and solve a really messy system of equations that cant even be conceptualized on a graph.... augh its great. and its also one of the few kinds of math that i learned with a bunch of different number systems pretty much right away (bc its related to cryptography so using binary or mod 5 or whatever is actually useful) and that was really refreshing!! i love using different number systems. im not sure why its grouped together with set theory but i do also like set theory, its really fundamental like algebra (although its not nearly as well taught as algebra) and a lot of the operations are really unique so it kinda opens up what math is when you start learning about it. and of course there are a lot of number sets that i really like but that doesnt really have to do with set theory itself lmao

ANYWAY i think im gonna vote matrix theory. theres a few really interesting ones that arent listed here like game theory (ever heard of the prisoners dilemma?), topology (did you know that a mug is the same as a donut? also a straw definitively has one hole), and graph theory (i dont know that much about graph theory tbh i just think it looks really cool), but i really love matrices. i mean come on like

that rules. objectively that rules

[codeepie]

Draw : f(x) to f(x+a)

[mathsprogram]

Get critical topics cover like algebra, geometry, trigonometry

Most students find the critical topics in high school mathematics as algebra, geometry, trigonometry, and calculus. These topics can be difficult for some students, but most students can succeed with a little extra help and practice. Various resources are available to help students, including online tools, textbooks, and teacher assistance.

What critical topics in algebra should students be aware of?

Algebra is a subject of interest that all learners have to master. It lays the groundwork for more advanced mathematics courses, and is essential for students who want to pursue a career in mathematics or science. So one must definitely enroll for best math tutoring in Dubai. Students should be aware of a few key topics before taking any algebra course. First, algebra is all about solving equations. To succeed in algebra, students need to be able to comprehend and solve equations of all kinds. Second, algebra also involves resolving equational systems. Students must be able to recognise and graph the solution set in order to solve an equation system. Finally, algebra is also about manipulating algebraic expressions. Students need to be able to rewrite expressions in order to make them easier to work with. Students who understand these key topics will be well prepared for an algebra course. 

 There are a few basic skills that students need to be successful in algebra. First, students need to be able to solve equations. They should be able to understand and solve equations of all types, including linear, quadratic, and systems of equations. Second, students need to be able to graph linear equations. They should be able to identify the x and y-intercepts and the slope of a line. Finally, students need to be able to manipulate algebraic expressions. They should be able to rewrite expressions in order to make them easier to work with. If students can master these skills, they will be well prepared for an algebra course.

 What are some critical topics in geometry that students should be aware of?

In geometry, there are a few critical topics that students should be aware of in order to succeed in the course. These topics include angles, points, lines, and planes. To complete the other geometry concepts, these concepts are essential to understand. For example, in order to understand geometric proofs, students must first understand angles and how to measure them. Additionally, points, lines, and planes are used to construct geometric shapes. By understanding these critical topics, students can build a strong foundation in geometry and be better prepared for future mathematics courses. Angles are generated by intersecting two lines. The measure of an angle is determined by the size of the two lines that form the angle and the distance between the lines. The measure of an angle is always between 0 and 360 degrees. Points are locations in space that have no dimension. A dot on a piece of paper represents points. Lines are straight, infinite, infinitely thin objects that have no width. A set of two points represents lines. Planes are flat, two-dimensional objects that have width and length, but no depth. Planes are represented by a set of points that lie in the same plane.

What are some critical topics in trigonometry that students should be aware of?

One of the most important things students need to know in trigonometry is how to use the different trigonometric functions. These functions can be used to solve a variety of problems, so students need to understand how to use them. Additionally, students should be aware of the different properties of the trigonometric functions. For illustration, the sine and cosine functions are periodic, meaning that their values repeat repeatedly. Students should also understand the inverse functions of the trigonometric functions, which can be used to solve problems in reverse. Finally, students need to be familiar with the different types of triangles and how to use the trigonometric functions to find the angles and sides of these triangles. This can be done by seeking help from the online math tutor.

Reach out to Mathnasium's experts for sat math help in uae, learn math lessons in sharjah, and get help with math test prep in dubai.

[biopsychs]

physics doesn’t have to suck: how to enjoy and do well in your required physics classes

As someone who doesn’t intend to take a physics class ever again, I was relieved when I walked out of my second semester physics final. That said, physics doesn’t have to suck or drag your average down. 

(1) How to enjoy physics: Adjust your attitude. Physics is so cool if you actually think about it. Your attitude will dictate your experience. (2) But physics is so hard: Change the way you study and don’t give up. I did better in university physics than in high school. The content was way more difficult but it was my studying methods that made the difference.

This post is split into 3 parts: Introductory physics (very basic physics, that unit of physics you had to do in a lower level science class), high school physics (physics from an algebra-based perspective), and university physics (calculus-based physics and labs). (Obviously these overlap a lot but I needed to organize this somehow)

INFO IS UNDER THE CUT B/C THIS POST IS RIDICULOUSLY LONG

1. INTRODUCTORY PHYSICS

Skills you should master that will greatly help you now and in the future

Converting between units

What all those symbols actually mean

Interpreting what graphs mean

Scientific notation

Know how to do algebra fairly well (esp. rearranging equations)

Khan Academy is a great resource for introductory and high school physics.

Start every question by stating all of your known and unknown variables. Write down which variables you have and which ones you need. Then, you can easily figure out which formula you need.

Make sure you’re actually understanding the concepts behind everything; plugging numbers into equations will only get you so far.

Rearrange formulas to equal the variable you need before you substitute your known values into the equation.

Use your knowledge of physics from your own experiences. Don’t overthink. Just try to picture what would happen if, say, a ball and a feather were dropped from the same height.

2. HIGH SCHOOL PHYSICS (ALGEBRA-BASED)

(Everything from part 1 applies, esp Khan Academy)

Pay attention to in class demos.

Draw free body diagrams whenever you can -- they can be annoying but quickly being able to visualize all of the forces acting is an important skill

Ask your teacher for help or clarification if you need it! You won’t always have the opportunity for one-on-one help, plus your teacher may mark you a bit easier if they see you’re really trying.

Know trigonometry well! In fact, if any of your algebra skills are weak, be sure to review. Don’t let basic math hold you back -- you can do this!

Your first step for any problem should be to write down any known variables or numbers and then the variables you need to find.

Work with a study group (just make sure everyone else is as committed as you are, otherwise studying with others won’t help). People think in different ways and you’re bound to find a solution eventually -- and less likely to give up if you can’t do it.

Get all the part marks. Write down your variables, a formula that could be applicable -- anything that might earn even half a mark (teachers are a lot more forgiving than you think)

Double check your final answer. Ensure you have the right units and ask yourself if your final answer makes sense.

Don’t give up! A big mistake I made in high school was giving up the first time I couldn’t figure out a question because physics was hard and I would never understand it. No excuses! Ignoring a question won’t help you answer it when it comes up on a test. Figure it out on your own or get help.

3. UNIVERSITY PHYSICS (CALCULUS-BASED + LABS)

(Note: Some university physics classes are algebra-based. My university is dumb and forced me to take difficult, calculus-based classes.) 

(Again, most things from part 1 and part 2 apply here as well.)

A) Lectures, studying, finals, etc.

Pay attention in class and write good notes

My physics lectures were boring but trying to catch up by reading my textbook later was so much worse

Your lecture notes may not make much sense at first but later on you’ll be able to tell which concepts were stressed by your prof

Draw any diagrams your prof shows you (or take a picture with your phone if you’re lazy). Be sure that the diagram is complete and don’t forget about labels. Don’t worry too much about neatness as long as you know what the diagram is supposed to show you.

Keep all your notes in one notebook: Use one colour for writing regular notes, another colour for circling formulas or starring things you don’t understand,  and be sure to write the date down for each lecture and leave space if you fall behind during the lecture (you can always copy someone else’s notes later)

Get a good textbook!

Talk to older students and see if the textbook was helpful for the class. If it’s useful then actually use it! If it’s not, find a good textbook to use! 

Do lots of practice questions

My profs tended to go over more conceptual ideas in class and didn’t do many examples.

Try to do a variety of questions! This will tell you if you actually understand the content or if you’ve just memorized how to do certain questions.

Work with other people on assignments (and join/start a group chat for your class)

I had online assignments due every Friday at midnight. My friend and I would meet up on Wednesday or Thursday to work through most of the assignment together. If there was a question we didn’t get, there would always be someone in our class group chat wondering the same thing and there was always some smart physics student that would be a bro and explain how to approach the problem (on another note: don’t leave assignments till the last minute)

Group chats are also great if you miss class or can’t remember when the cutoff for the midterm is

If you don’t understand something get help before it’s too late. 

Be prepared with specific questions. It’s hard for someone to help you if all you can say is that you don’t know anything. Go to your prof, TA, tutor, etc. 

I found my profs to be super nice about everything. They just want people to be excited about the subject they teach!

If you’re just stuck on one thing there are tons of resources online! Just be specific in what you’re googling and check out resources that other profs have posted online.

Understand the math before you start doing questions

Know the basics of derivatives and integrals

It’s super important to be able to draw a rough graph of the first, second, etc. derivative when all you are given is a graph of the original function (i.e. drawing the graphs for velocity and acceleration when given a graph of displacement)

But don’t ignore the conceptual stuff

This is why a good textbook is important!

Plus you can get part marks for some questions by stating whether one value should be higher/lower than another value, even if you can’t figure out the calculations -- and you can check your answers this way.

For example, it’s pretty important to know what magnetic flux density is before you can calculate it’s value

When studying for tests, don’t just assume you know how to do a question.

Looking over the solution for a problem and actually completing the problem are two very different things. This is the biggest mistake I’ve made when studying physics.

Understanding the solution is only one step in actually being able to answer the question. Looking over solutions is lazy studying if you’re not even trying to do the work. Start the question. Glance at the first part of the solution if you’re stuck. Keep going from there.

For first year physics classes, you really shouldn’t skip over any parts of problem. Yeah, rearranging that formula might look easy but can you actually do it? Practice makes perfect.

If you have a midterm coming up that tests material from a few weeks ago, be sure to do questions from the older units. The content might look familiar but just because you could do a question 2 weeks ago doesn’t mean you can do it now.

Don’t leave your studying till the last minute.

Get a planner and carve out enough time to do practice questions every few days. Trying to catch up on four chapter’s worth of problems is not fun and won’t work very well. Plus, you don’t just have to know how to answer questions. You have to be able to answer questions efficiently.

B) Labs

My labs were very different each semester.

First semester content included kinematics, relativity, forces, momentum, work, etc. The labs were super boring but super easy. For most labs we used motion detectors and a program called logger pro to collect and graph data. Lots of carts.

Second semester content included light, energy, radiation, magnetism, circuits, etc. The labs mostly involved bread boards and wires.

Regardless of content, some general comments on labs are...

Labs won’t always follow lecture content. Apparently that’s too difficult to organize.

That said, get your prelabs done. Properly, if you can. If you don’t fully understand a prelab question, ask your TA once you’ve handed it in. This will save you so much time.

Find a good lab partner. Not sure if there’s a trick to this but just try your best. And be a good lab partner too!

Make note of how strict your TA is with sig figs and error calculations. There’s no sense in losing a few marks when you could stay an extra 15 minutes and do the work properly.

Eat some food and hydrate before your lab -- you never know when your lab will take you 3+ hours to finish.

If you’re not sure if your experiment is working ask your TA. Trying to complete the lab with incorrect data is difficult and your TA will probably make you repeat the experiment anyways.

I hope this post was helpful! I struggled with physics in high school (my worst class) but it ended up being one of my best classes in university (A’s both semesters). The content was way more difficult but my studying habits and test-taking methods were what made the difference!!

Feel free to add additional advice to this post!

My Other Posts:

AP lit tips

high school biology

organization tips

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using your time wisely on public transport

what i learned from high school

[justinmark7723]

Math Assignment Solver: Unlocking the Path to Academic Success

Introduction:

Mathematics can be an exhilarating and rewarding subject, but for many students, it can also be a source of frustration and anxiety. Complex equations, perplexing theorems, and daunting word problems can leave even the brightest minds seeking assistance. This is where a reliable math assignment solver can become an invaluable tool. In this blog post, we will explore the benefits of using a math assignment solver, discuss how it works, and highlight why it can be a game-changer for students seeking to conquer their mathematical challenges.

Streamline Problem Solving:

One of the most significant advantages of a Mathematics Assignment Help is its ability to streamline problem-solving processes. Instead of spending hours grappling with a challenging equation, students can input the problem into the solver and receive step-by-step solutions in a matter of seconds. This not only saves time but also allows students to see the problem-solving methodology in action. By observing how the solver breaks down each step, students can enhance their understanding of the underlying concepts and build problem-solving skills. This iterative learning process can boost confidence and proficiency in mathematics, encouraging students to tackle more complex problems with ease.

Comprehensive Coverage:

Mathematics is a vast subject with numerous branches, such as algebra, calculus, geometry, and statistics. A reliable math assignment solver caters to this diversity by offering comprehensive coverage of various topics. Whether it's solving equations, graphing functions, calculating derivatives, or understanding geometric theorems, a high-quality solver can handle a wide range of math problems. Students can access a single platform that provides solutions for multiple topics, eliminating the need to switch between different resources or seek assistance from various tutors. This convenience ensures that students can efficiently address their math assignment Help, regardless of the specific topic or complexity level.

Learning Aid and Resource:

While a math assignment solver can provide immediate solutions, it is crucial to view it as more than just an answer generator. It can serve as an effective learning aid and resource for students. By using a solver, students can grasp the underlying logic and techniques used to solve a particular problem. Instead of merely copying the answer, they can learn how to approach similar problems in the future. A math assignment solver can become a valuable tool for self-study and independent learning, enabling students to review and reinforce their understanding of mathematical concepts outside the classroom. This empowers them to become more self-reliant learners and cultivates a deeper appreciation for the beauty and applicability of mathematics.

Building Problem-Solving Strategies:

Mathematics is not just about finding answers but also about developing problem-solving strategies. A math assignment solver can assist students in this aspect by presenting alternative solution methods and highlighting different approaches to a problem. This exposure to diverse strategies fosters critical thinking and creativity, encouraging students to explore multiple paths to arrive at a solution. By engaging with the solver's suggestions and comparing different methodologies, students can broaden their problem-solving toolkit and become more adaptable mathematicians. These skills are not only beneficial for academic success but also have real-world applications in fields such as engineering, computer science, and finance.

Conclusion:

In a world where mathematics plays a crucial role in various disciplines, a math assignment solver acts as a guiding light for students struggling to navigate the complexities of the subject. By streamlining problem-solving processes, providing comprehensive coverage, serving as a learning aid, and building problem-solving strategies, a math assignment solver empowers students to overcome their mathematical challenges and embark on a path towards academic success.

[edivupage]

9th Grade Apps, Tools, and Resources That We Love

Are you looking for apps, tools, and resources that you can use with your 9th-grade students? If so, we have you covered. Check out our list below. Let us know if there are any that we missed.

7 Speed Reading– This app can help you become a proficient reader in the English language while eliminating old habits that hold you back. With 7 Speed Reading, students can learn to recognize large clusters of words and read without first vocalizing in their heads

StudySync – StudySync offers a comprehensive, technology-driven English Language Arts curriculum for grades 6-12. The curriculum integrates reading and writing with embedded skill lessons to build foundational knowledge and improve critical thinking, comprehension, and inquiry skills. Teachers have the option to use StudySync as a completely digital curriculum or turn to the printable options. With the belief that all students deserve equal access to education, StudySync offers tons of differentiation options for various student needs, including English Language Learner segments, extensive use of video and audio components, and repeated readings. Extended writing projects use explicit instruction along with self, peer, and teacher assessment to encourage deep understanding and future skill application.

Virtual Writing Tutor – This website is a free grammar and essay checker that also proofreads your work. Simply copy and paste your writing into the text box and click a button. Virtual Writing Tutor can also provide word counts, calculate average sentence length, and assess word choice. The website does not automatically correct errors. Instead, students must review a list of suggested errors and make the corrections themselves. This forces students to think about the errors they are making, and over time, can improve their writing. The Virtual Writing Tutor also offers an error correction game for students to practice finding and correcting common English language errors and has a portal for teachers to set up pen pal exchanges.

Grammarly– Grammarly is your personal grammar coach and an automated proofreader that helps students get better in the proper use of grammar and gain confidence in their writing ability. Grammarly helps correct about 10 times more mistakes than common word processors, and it corrects more than 150 types of grammatical errors and does a plagiarism check.

3D Brain– Apps and AXS Biomedical Animation Studiodeveloped 3D Brain for the Cold Spring Harbor Laboratory DNA Learning Center. The app provides 29 interactive structures and detailed information about the anatomy and physiology of the brain. It also explains how the brain is affected by mental disorders and brain injury; each detailed structure also includes information on functions, case studies, and links to modern research.

A.D.A.M. Interactive Anatomy– An in-depth digital database of anatomical pictures, featuring over 20,000 anatomical images in different planes of view. Structures can be searched in different languages, including English, French, German, Italian, Japanese, Spanish, and many others. Images of different body parts, organs, and systems are available in detailed, colored forms. Images also have relevant and appropriate labeling for easy identification.

Bio Digital Human– Explore the human body in 3-D using the Bio Digital Human platform. Choose from thousands of immersive images to build your personal library. Responsive tools, along with detailed medical explanations, provide a fresh visual perspective for understanding the human body. This platform makes the knowledge of anatomy, physiology, pathophysiology, and management of medical conditions accessible and available.

Bloom by Megalearn– Has your child ever asked why trees produce sweet fruits or how plants give birth? Bloom teaches your child the various methods that plants use to propagate their seed. The game teaches three methods of propagation and the plants that use them. Children also learn plant anatomy, physiology, and the names of common plants. There are no ads or in-app purchases.

InMind– InMind is a short adventurous app with arcade elements developed for Google Cardboard. This app is great for learning about anatomy as brain tissue and neurons looked so real than you can imagine. It enables players to have a lovely adventure into the human brain to look for the neurons that give rise to mental problems. It is free and can be played with any special viewer.

Mr. Body for MERGE Cube– Mr. Body for MERGE Cube will help young children learn about their bodies. With this app, you can observe the heart, brain, lungs, and more as you learn about anatomy. The app includes many facts about each body part, and you can learn their functions. Learn about your body and have fun at the same time with this hologram-esque application.

Sim Cell– Sim Cell is an engaging puzzle game that has you lead a miniature nanobot on an operation to avert a virus incursion. It lets you explore the world of a living cell, and it collects data about the cell’s anatomy and physiology. The accumulated data is then used to suggest solutions to the puzzle and rescue the cell from virus incursion.

The Human Body by Tinybop – The Human Body by Tinybop allows students to explore anatomy and biology through the lens of the human body. With a fully functioning circulatory, respiratory, and digestive system, students can explore the sounds of the heart, the gurgle of the guts, and more. In all, The Human Body by Tinybop covers eight bodily systems: muscular, skeletal, nervous, digestive, circulatory, respiratory, immune, and skin. Students can study interactive organ models, feed the body, watch sound vibrations travel through the ear canal, and learn new vocabulary with in-app text labels. The app also comes with a free handbook for teachers and parents full of discussion questions and additional

The Miracle of Life – Focused on the human life cycle, The Miracle of Life covers fertilization, gestation, and human growth. The app is designed in a narrative format so students can follow the lifecycle as if it was a story. Interactive illustrations, games, and animation clips bring the human life cycle alive and allow students to explore and engage on a deeper level with some of the anatomy aspects such as gestation. The Miracle of Life begins at fertilization and continues through middle age. This app is available in both English and Spanish.

ZygoteBody – ZygoteBody allows for the in-depth study of anatomy in a completely virtual environment. Students can add notes, dissect parts, pin, sketch, and customize scenes to study any part of the body or bodily system. ZygoteBody has advanced navigation and a 3-D library so students can locate and zoom in on any body part quickly and easily. With a premium account, dissections, notes, and pins can be saved for later reference.

IXL Learning– IXL Learning has been proven to be effective in providing comprehensive, curriculum-based math and English language arts content for kindergarten to grade 12. It also provides an immersive learning experience in science, math, language arts, and social studies for K-12. It produces real results, which is why it is trusted by top teachers and presently used by The Elite 100.

Math Ref– To help students learn math and related subjects, this app combines 1,400 equations and formulas. It can be used in physics, chemistry, science, math, and more. There really is no reason to memorize equations nowadays; instead of writing them down or searching for them every time you need them, Math Ref will keep the formulas you need at your fingertips. The app also includes essential tools such as unit converting, triangle solver, and basic calculators to aid you in doing homework problems.

Algebrator– Algebrator is one of the leading math tutoring apps available. Using Algebrator’s step-by-step explanations of the answers to even the most difficult math problems, students can learn to solve homework problems in a way that is easy to understand. Algebrator can be used by parents, adult learners, and homeschoolers to improving their math skills.

First In Math– The First In Math (FIM) online program offers comprehensive content in an engaging format, ranging from single-step addition to complex algebra. The game-style activities ensure that students engage in active practice needed for skill retention; they are motivated using electronic award stickers when they solve questions correctly.

DigitWhiz– This app helps kids from ages eight upward learn basic math and pre-algebra skills. It uses games to teach kids multiplication, division, and integer operation. Kids earn points as they play the game. It also has a multiplayer option where kids can play with other kids from all over the world.

GeoGebra– GeoGebra comes with an easy-to-use interface and many features that help you create, modify, and share math simulations and models. It comes with multiple platforms and dynamic math software that brings together tables, graphing, geometry, algebra, calculus, and statistics in a free easy-to-use package. The app also comes with free and open-source software; it has received many educational software awards in the US and Europe.

PhET Interactive Simulations: Math– This is a math learning tool created by Nobel Laureate Carl Wieman in 2002. It helps students learn advanced math concepts using free, interactive math, and science simulations. PhET Interactive Simulations is a project developed at the University of Colorado Boulder; it interacts with students through responsive, simulated environments in which they learn by exploring.

Khan Academy– Khan Academy has more than 40,000 interactive Common Core-aligned practice questions and above 10,000 videos and explanations in economics, history, math, and more. This is the best study app and tutoring app for students of all ages who are struggling in science and other subjects. You can easily bookmark your best content to “Your List,” which can be used offline when you’re not connected to the Internet.

DigitalEd– Helps online educators in science, technology, engineering, and mathematics to make learning better for students. With Maple

, the world-leading math software from Maplesoft

, providing mathematical back-up, DigitalEd creates an efficient platform for online math-based education.

FlinnSTEM Powered by IMSA Fusion– IMSA Fusion is a complete STEM program that provides additional enrichment to students interested in science and mathematics. The name IMSA Fusion comes from the blending of inquiry-based student content and in-depth teacher content. Instructors who implement this program receive much more than teacher instructions with student pages and a box of supplies; they also receive hours of video-based, on-demand online training that truly sets IMSA Fusion apart from any other solution available. 

Morphi– Morphi is an app that allows you to create 3-D models that can – be printed into real tangible objects. Using visualization, innovation, creativity, prototypes, and education, create your best models today. Morphi can also be used as a starting place to learn any STEAM subject, stop motion animation, product or graphic design, or for Maker education. One version of Morphi is free, and volume purchases are available.

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