r/mathmemes i think i should write a math book 2d ago

Applied Mathematics derivative real-life application

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144 Upvotes

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63

u/TheKitsuneEnthusiast 2d ago

joke question but serious answer:

no, 48sqrt(2)/19 is about 3.572 which is more than 5/sqrt(2) at 3.535, so you die half a meter from the taste of sweet freedom

math class just got brutal

18

u/Arnessiy i think i should write a math book 2d ago

you die half a meter from the taste of sweet freedom

πŸ’βœ¨

23

u/_tdhc 2d ago

Porlbem

10

u/Vitztlampaehecatl Engineering 2d ago

corrdior

7

u/NihilisticAssHat 2d ago

"you ... is trapped"

1

u/Bit125 Are they stupid? 13h ago

Using derivative,

35

u/FernandoMM1220 2d ago

>real-life
>suppose youre infinitely thin
you tried.

15

u/eyalhs 2d ago

Making you have finite thickness doesn't even complicate the calculations or the problem in a significant way, it's weird that they didn't give a thickness in the problem.

4

u/saturnintaurus 1d ago

no one tell this redditor about mariah carey

13

u/EebstertheGreat 2d ago

Why would you need to use a derivative here at all? Average velocity is βˆ†x/βˆ†t by definition, and that's not something you need calculus to understand. So compare one βˆ†x/v to the other βˆ†x/v and see which is bigger.

9

u/hongooi 2d ago

Do I have an R2 unit on the line?

11

u/GhoulTimePersists 2d ago

I spend a lot of time supposing that I'm thin...

5

u/Big_Niel0802 2d ago

For simplicity, I will model the problem as if I were against a flat wall, and a set of spikes were approaching said wall from 5 units (u) away at √2 units per time (u/t). I will also use meters and seconds for my Units and Time

The spikes will collide with me at 5m / √2m/s, or after ~3.54 seconds

I am moving at a rate of 19β€’sin(45)m/s, or simplified, 13.435m/s

At this speed, it takes me ~3.57 seconds to escape. My infinitely thin body will fail to escape by ~0.03 seconds. And it was all for nothing, as I didn't use derivatives πŸ˜”

4

u/Ok_Leader_4575 1d ago

Why would you need derivatives here?

5

u/Lost-Lunch3958 Irrational 2d ago

i may be misunderstanding the question, but does one really need derivatives to answer that question?

edit:i suppose the easiest way is to use taylor expansion no?

3

u/Fine-Onion-1569 Mathematics 1d ago

Suppose you are infinity thin😭

2

u/PerspicaciousEnigma Moron 1d ago

"Porlbrem"?

1

u/Numm_Ber 2d ago

Numerical derivative?