#binary to decimal convert

[when-we-begin-again]

Yall math is fuckin easy

[heehoee]

applied math is stupid.

[crustgoblin]

I do not fuck with the gender binary. However I do fuck with 8-bit binary numbers very heavily

[thirstyforred]

"just get creative 🙂 you will come up with something for sure" shut up! shut up! we're writing test about computers and systems integration, what the fuck you mean get creative, if I don't know what RAID 6 does then I don't fucking know

[convert-binarytodecimal]

Easy Way to Convert Binary to Decimal

How to convert binary to decimal?

The process of converting binary to decimal might seem like deciphering an ancient code, but in reality, it’s a straightforward concept that plays a crucial role in understanding digital systems. 

Binary, with its two digits (0 and 1), is the foundation of computing, while decimal, with its familiar ten digits (0-9), is the system we use in everyday life. 

So, how do we bridge the gap between these two worlds?

The Conversion Process:

Converting binary to decimal involves translating a string of 0s and 1s into a numeric value using powers of 2. 

Each digit in a binary number represents a power of 2, starting from the right and increasing by one for each subsequent digit. 

To convert, multiply each digit by 2 raised to its corresponding power and then sum the results.

Step-by-Step Guide:

Let’s take an example: the binary number 1101.

Start from the right. The rightmost digit is 1. Multiply 1 by 2^0 (which is 1) to get 1.

Move to the next digit. It’s also 1. Multiply 1 by 2^1 (which is 2) to get 2.

The third digit is 0, so its contribution is 0.

The leftmost digit is 1. Multiply 1 by 2^3 (which is 8) to get 8.

Add up the results: 8 + 0 + 2 + 1 = 11.

So, the binary number 1101 is equivalent to the decimal number 11.

Unlocking Digital Understanding:

Converting binary to decimal is like peeking behind the curtain of digital technology. It highlights the way computers process information, making it an essential skill for anyone delving into computer science or programming. 

This process is a small but significant step toward grasping the language of computers and the logic behind the technology we use every day.

Binary to Decimal Formula

Converting binary numbers to decimal might seem like a puzzle, but the process can be streamlined using a simple formula. 

This formula encapsulates the fundamental principle of binary to decimal conversion and provides a quick way to decode binary values.

The Formula:

The binary to decimal conversion formula is based on powers of 2. Each digit in a binary number is multiplied by 2 raised to the power of its position, starting from the right and increasing by one for each subsequent digit. The results of these calculations are then summed to obtain the decimal equivalent.

Formula in Action:

Let’s take the binary number 10101 as an example:

The rightmost digit is 1. It’s multiplied by 2^0, resulting in 1.

The second rightmost digit is also 1. It’s multiplied by 2^1, giving us 2.

The third digit is 0, contributing 0 to the sum.

The fourth digit is 1. It’s multiplied by 2^3, which is 8.

The leftmost digit is 1. It’s multiplied by 2^4, which is 16.

Summing these results: 1 + 2 + 0 + 8 + 16 = 27.

Hence, the binary number 10101 is equal to the decimal number 27, which we’ve successfully determined using the binary to decimal formula.

Conclusion: Unveiling Binary’s Decimal Equivalent

The binary to decimal formula is a handy tool for anyone seeking to understand the language of computers. 

By utilizing this straightforward formula, you can swiftly decode binary values into their decimal equivalents, unveiling the numeric essence behind digital systems. 

With the formula in your toolkit, you’ll confidently navigate the intricacies of binary conversion and enhance your grasp of the technological landscape.

Check out this free online converter: easy way to convert binary to decimal

[desmos-calculator]

what is your favorite number?

okay, I've thought about this for YEARS, and I'm choosing 8580 because it

a) looks nice in decimal, and repeats in binary (10000110000100), trinary (102202210), quaternary (2012010), quinary (23331), but doesn't in seximal (103420), which is hilarious

b) it's 1 off being prime (8581)

c) 8580 hours is 357.5 days, which is a week and a half off a year

d) it's so close to one of the most common traditional melodies goes C,E,G,E, written in numbers with C being 1 is 8581

e) it's pseudo perfect number, basically like a perfect number, but it only uses a section of it's factors (4290+2860+1430)

f) converted to letters (a=1,b=2,c=3...) literally goes to heh, it's literally so average, it can only get a heh

this number reflects on me so well, because it's so close to being interesting or even cool, but falls short by so little that it actually hurts

[girlballs]

oh cool you can like. access a specific character within a string in godot by treating it like an array. which makes converting to arbitrary numerical bases pretty easy. like e.g. decimal to hex and binary here. not sure if there's a practical use for this though

[felixcloud6288]

PMMM episode 9

Okay. That's an amazing touch making Sayaka's witch transformation come with horribly discordant music. Her magical girl form had a music theme so it makes sense.

So Homura fights with the magic of BOMBS!!

Homura really ought to have told them about the whole becoming a witch thing earlier. Granted, Sayaka probably wouldn't believe her.

Why does Homura insist on posing dramatically at every opportunity?

Kyubey go away!

"We hold no malice toward mankind." So you don't care at all then?

Aw, yes. Entropy.

So who is "We"? There's multiple Kyubeys. Is that "We"?

Why are there so many chairs?!?

Nothing about Kyubey's explanation doesn't make him seem creepy. Especially when he points out that their most optimal targets are girls going through puberty.

He says he has no emotions, but he DEFINITELY knew how to taunt Homura last episode.

It's easy to argue sacrificing the one for the many when you're part of the many and indifferent to the one.

"We don't understand what it means to trick someone." I highly doubt that. If Kyubey were honest and forthright about everything realted to being a magical girl, no one would ever take the deal.

"If you ever feel like dying to help the universe, just let me know." FUCK YOU KYUBEY! HERE'S A WISH YOU CAN GRANT!! FUCKING DIE IN A FUCKING BLACK HOLE!! YOU AND ALL YOUR KIND.

Pocky sticks are called "Rocky"!!!

Way back when Mami died, I expected every non-magical person would somehow get their memories of her wiped. It seems practical. But considering Kyubey doesn't really care about anyone's wellbeing, why would he set that up?

Do the classroom desks fold out of the ground?

That first math problem seems to be about fibonnachi numbers. The third problem is using numbers in binary. That X_3 variable is equal to 181 when converted to decimal.

I like the detail on the board with how the questions are typefont but the student's response is handwritten.

So a Walpurgis night is a raid boss.

"LOVE ME DO \(*-3-*)/"

Sayaka's domain is plastered with concert posters.

The music is all violins.

Sayaka's witch form is posed like a composer and has a heart motif. There's an image of a heart being stabbed with a sword on her.

When the red and blue turns into a spiral and then a heart...

Kyubey said it doesn't understand what it means to trick someone but it very clearly knows how to deceive. It didn't "lie" to Kyouko when it said no one has ever been able to return from becoming a witch, but saying that instead of "no" implied that maybe it was possible rather than impossible.

And just to hammer how indifferent it is to the suffering it caused, Kyubey admits that it deceived Kyouko and led her to her death because it will force Madoka to become a magical girl.

That ending theme image is pure sapphic energy.

back

[chickawah23]

Random 🤡 thing I noticed

So I was checking out the 1989 tv merch and something about the layout of “1989 Taylor’s version” on some pieces stuck out to me. The Taylor’s Version creates a line between the number 1989. There are some other pieces that actually have a line between the number too. What stuck out to me is that the line creates two numbers 1000 on top and 1101 on the bottom.

It reminded me of binary code.

So I decided to calculate the binary code and convert it to decimals value.

The top number as a whole 1000=8 and the bottom number as a whole 1101=13

Also the total decimal value of the full binary number 10001101=141 which if all the numbers are added together it would equal 6

It could be reputation related. Idk. Could be overthinking it. But it just feels like code. Idk

We all know KK is a kode lover. We also see all the 8’s and the 11 and the 13. Idk 1989 tv just feels glitchy

[unma]

Enjoy my step by step process on how to convert decimal point numbers to binary mostly in your head. And also to their computer representations cause that was the context.

[lost-coder]

Did I just invent a new method to convert decimal to binary in code, probably yes 😂🤣

[raspberryjamnnn]

A couple months ago I came up with a pen-and-paper shortcut for converting 3 digit decimal numbers to binary.

The reason I say 3 digits specifically is because for 4 digits and up you have to use the full algorithm, but a simplification can be made for lengths 1 through 3. And on the other end, 1 and 2 digits are simple enough that it can just be easier to do it more in your head.

Anyways, what is this method?

Well first, if I were to ask you what 5,394,092 × 6 is, you would no doubt have a difficult time answering. But, if I were to ask you what 1,101,001 × 6 was you'd probably have a much easier time answering.

Lets look as positional notation, which is the typical way we write numbers. The number 123 represents the "constant-valued polynomial" (1×10² + 2×10¹ + 3×10⁰)

If I were to multiply 123 by 4, I could just multiply the polynomial by 4 and distribute it across the additions

4×123 = (4×10² + 8×10¹ + 12×10⁰)

Doing that, the polynomial suggests I should have a 12 in the 1s place, which shouldn't technically be allowed.

But here's the thing, evaluating the polynomial still gives you a value of 492, the correct answer. So my thought is, let's leverage those past two facts for this example:

1<10> in binary is 1<2>

10<10> in binary is 1010<2>

100<10> in binary is 1100100<2>

▪︎ 295<10>

= 2*100<10> + 9*10<10> + 5*1<10>

= 2*1100100<2> + 9*1010<2> + 5*1<2>

= 2200200<2> + 9090<2> + 5<2>

= 2209295<2>

Now how do we convert 2209295<2> to normal binary? Well, we scan from least significant bit up, carrying that slot over 2, leaving the remainder:

2209295

2209291 + 20 = 22092(11)1

2209211 + 500 = 2209711

2209111 + 3000 = 220(12)111

2200111 + 60000 = 2260111

2200111 + 300000 = 2500111

2100111 + 2000000 = 4100111

0100111 + 20000000 = 20100111

00100111 + 100000000 = 100100111

(okay I will say the textual format of a tumblr post doesnt lend itself well to how youd actually do it on paper, which when youre done would look like these three lines):

＿＿２２０９２９５

１２２３６３５２＿

１００１００１１１

Anyways, the magic here is that the starting wonky-base-2 number of 2209295 is analogous for all 3-digit base 10 numbers, my mnemonic is 1102123<2> (one-one oh two, one two three) equalling 123<10>

The reason 1000 doesnt fit in is because it collides in a way 1, 10, and 100 dont

１１１１１０１０００<2> = 1000<10>

＿＿＿２２０３２３４<2> = 234<10>

＿＿＿ＸＸ＿Ｘ＿＿＿, where the Ｘs represent collisions between the bits of 1000 and the bits of 234.

If I were to make a mnemonic for 4-digit numbers, it would have to be 111(1+2)(1+2)0(1+3)234, really not as snaply as 1102123

yeah

[digitulworld]

(probably) translated Hollow Sorrows binary code in the qr image

20 (44 56) 42 (39 5) 20 (44 56) 42 (39 5) 20 44 56 42 39 5 20 44 56 42 39 5 20 44 56 42 39 5 20 44 56 42 39 5

from what i googled, the binary code matches with numbers better than letters. thanks to it being numbers i was able to assume what the cut off binary numbers were. good luck if this gets anyone anywhere

if this isnt accurate, i would still try converting the binary code to decimal numbers

[star-racing]

A snippet from chapter two of The Universes Edge, in which I finally get to introduce Allura

Arus was truly a beautiful planet. Largely untouched by civilization, it still boasted swaths of unmarred terrain, unexplored and uninterrupted. It was picturesque, the cliffs, the white rivers rushing through the otherwise thick blanket of lush, blue tipped leaves of the tall jungle trees. Even the ridge of volcanoes, sat ominously in the distance that loomed above them like a malevolent force waiting to bring what little progress the arusians had made to their knees, was gorgeous in it’s own, fickle way. It would all be gone in a years time, if the Galra ever got it’s hands on it. Like Altea, and so many others. Allura could see why this planet would be on the galran empires radar. The soil was rich, the climate tempered and stable thanks to the binary stars the planet orbited staving off any winter frost that might settle in for the crops to battle. It could easily be converted into an agricultural hub. The arusians had already begun the process, though on a much smaller, primitive scale than what Allura was used too. It was fascinating, watching a civilization develop in real time. Not that it mattered to the Galra. What the arusians were capable of, everything they might become one day if given time to develop and grow, they didn’t care. This planet, the people that inhabited it, they were ants. Microscopic and inconsequential in the grand galactic plan of the Galra. They would be decimated out of convenience, and the Alteans who had taken refuge on their planet for deca-phoebs would stand idle while it happened. It wasn’t fair, but Allura had been taught the hard way that life rarely was.

[fipindustries]

Mhmm figuring out bit decoders is really annoying. Im being given a numer in binary through three inputs (so 8 possible values) and as far as i can tell im supposed to sort it into 8 different channels depending on what tje number is. So if its a 6 (110) i have to send 00000100. If its a 3 (011) i have to send 00100000.

Its a three bit decoder.

Now i already built a 1 bit decoder ( 0 = 01, 1 = 10) but apparently i cant just chain them together to make it 3 bit, or if i can its in a far more complicated way than i know how.

And also i tried to look at the inner circuit of the 1 bit decoder to see if i could extrapolate a general principle for higher number of bits and so far no success with that either.

I have a binary to decimal converter where i can get a binary number and turn it to base 10 so i thought maybe i could do some clever math there but it turns out i have to figure out a general formula that gives me the following chart

0=1

1=2

2=4

3=8

4=16

5=32

6=64

7=128

And turns out there is a formula for that!

Its 2 ^ x. I have no idea how to do that with like a basic adder and some logic gates