#ilovepascalstriangle

[chroniclesofschool]

b. Which topic did you find most enjoyable? What made it enjoyable for you? Provide clear images of your solutions to sample problems or exercises on the topic.

Though not necessarily enjoyable, I did most prefer arithmetic sequences since the only formula you had to use most of the time was just aₙ = a₁+ (n - 1)d to find the nth term in the sequence.

Honorable mention: pascal's triangle for binomial expansion. The only thing I know how to do using it however is to find the coefficients depending on the number it's raised to and getting the sum of the row 🫡

"Isn't this from the LT solution paper?"

It is indeed, I'm afraid the rest of the scratch papers I used to solve have been lost to space and time (sorry sir joseph!! ≽^╥.╥^≼)

[chroniclesofschool]

d. What concepts did you find most interesting/inspiring? Why do you think so?

The most interesting one for more would be Pascal's Triangle despite the seeming "mundanity" of its pattern. It's fun once you start to recognize it and not gonna lie, nagugulat na lang ako when I find out it can be used in other aspects of precalculus such as binomial expansion and the like.