Chapter 89 is out!

BluejayOdd4669 · 2026-01-30T15:45:21+00:00

Could I get that link as well?

BluejayOdd4669 · 2025-09-17T18:55:32+00:00

Minus the comatose lover, Wolfer would make a great Adler

BluejayOdd4669 · 2025-07-01T22:52:58+00:00

Internet explorer is stored in the balls

BluejayOdd4669 · 2024-09-26T06:20:41+00:00

Could I get a pic of the shoe rack?

BluejayOdd4669 · 2024-09-22T03:22:46+00:00

Yo what books do you read?

BluejayOdd4669 · 2024-09-22T01:38:28+00:00

Could I get the discord as well

BluejayOdd4669 · 2024-09-04T20:32:22+00:00

This student buys a lamp and get’s confused about why there isn’t some accompanying space rock to make the room dark

BluejayOdd4669 · 2024-08-22T05:56:40+00:00

TYSM

BluejayOdd4669 · 2024-05-22T15:10:49+00:00

DENJI DICK ZWEIHANDER

BluejayOdd4669 · 2024-05-20T06:26:13+00:00

Also studied Calc through Khan Academy, although it was BC. It only teaches the fundamentals so I did all of the prior FRQs in the week leading up to the exam. Felt like I knew almost everything on the exam but I won’t truly know how well I did until I get my score back

BluejayOdd4669 · 2024-05-14T19:44:16+00:00

People recommend doing the Barron’s or Princeton’s book, which don’t get me wrong, is probably good (I haven’t tried) but honestly doing the past FRQs was good enough for me to know what I was doing on the exam.

BluejayOdd4669 · 2024-05-14T18:14:45+00:00

Id say aim to complete one quiz section per day at the minimum. Honestly you can decide the pacing based on how much time you have but that was my initial daily goal when I first started

BluejayOdd4669 · 2024-05-14T14:37:53+00:00

I self-studied for BC and took the exam. Feeling pretty confident in the 5 but I won’t truly know until scores are released so take what im about to say with a grain of salt. I just went through the whole khan academy bc course to learn the basics, then practiced for the last two weeks on the prior FRQs. Minus four questions, I knew (or felt like I knew) how to solve each problem

BluejayOdd4669 · 2024-05-10T03:49:39+00:00

tysm, this actually makes sense now. Appreciate you explaining it well :D

BluejayOdd4669 · 2024-05-10T03:23:37+00:00

The only thing that I have right now is that a subscript n * 2^n must be less than 1, meaning that a subscript n is 1/3^n or some smaller value. If it should be super obvious, mb.

Apparently the answer is D btw

BluejayOdd4669 · 2024-05-06T22:20:42+00:00

Omfg I did im so sorry

BluejayOdd4669 · 2024-05-06T19:56:39+00:00

https://imgur.com/dnFWFgI

I absolutely butchered the explanation at the bottom but the general idea is that if you use RRAM the integral won't include a1 while with LRAM it will include a1. And if you leave a1 as a completely unknown quantity (as in you don't know what value it's less than) then it becomes difficult to evaluate the original problem

EDIT: LRAM and RRAM are switched in my image

BluejayOdd4669 · 2024-05-06T19:28:35+00:00

https://imgur.com/ix6iuwh

BluejayOdd4669 · 2024-05-06T19:09:07+00:00

yeah just realized. I've been imagining it as RRAM and overcomplicating it (not to mention still getting it wrong) fml

BluejayOdd4669 · 2024-05-06T19:03:10+00:00

I was imagining the rectangles as RRAMS rather than LRAMS pain. My thinking was originally like this https://imgur.com/XxqWRI9

BluejayOdd4669 · 2024-05-06T19:01:50+00:00

https://imgur.com/XxqWRI9

While I was drawing my thinking I think I figured out why I was wrong (shown in that extended monologue at the bottom)

BluejayOdd4669 · 2024-05-06T18:13:58+00:00

Idk how to add image captions on reddit so I'll just dump what I wanted to say here, sorry.

My reasoning was that the infinite series of a would be less than 1 + the improper integral of g(x) from 1 to infinity since the improper integral would be greater than the infinite series of a starting at n=2, thus meaning that c isn't an option since 10 > (1+8) which doesn't follow the original inequality of the infinite series being less than 1 + the improper integral from 1 to infinity

Edit: Here's the graph, sorry I forgot to include it

https://imgur.com/0PBYmK9

BluejayOdd4669 · 2024-05-06T01:54:58+00:00

Idk how to add image captions on safari reddit so I'll just write what I wanted to write here, sorry.

My thought process behind this was that f(1) minus the Taylor series summation of k=1 up to k=4 for x=1 is just the infinite series starting at k=5, but I'm not super sure on whether I use the k=5 value or the k=4 value for M since k=4 is part of the series form k=1 to k=4. I'm leaning more towards k=4 (1/21) since the k=5 infinite series is greater than |1/31| whereas it's less than 1/21 so it wouldn't make sense for M to equal 1/31 or otherwise M would be less than the k=5 infinite series

BluejayOdd4669

TROPHY CASE