Find the Area Challenge

Its the marker from dead space

if we round PI to 3.14 then the solution in decimal form is 36.48 if anyone rounded PI in their calculations

What so silksong does to a man

I don't understand why you don't complete the final equation.

Aspherical version of the curves would yield no solution to the problem if the curve dimensions were undefined-which they are. Therefore we definitely should just assume that these curves are spherical and solve. Technically incomplete question though.

Unironically reteaching me math, something I never thought I’d had to relearn. Thank you

Use pika formula

Nice pre school problem (jk ik this is 10th grade geometry)

How do you know the size of the circle? Arent you taking for granted that the area of the curve is equal to that of a perfectly round circle?

ahye! Whis is so easy

No way this is real. Demonstrates stuff like these isn't easy to find.

How do you know they are circular

me using picks law

How can you tell those are parts of perfect circles just by looking at it?

Where the fuck did you pull four from? I say 9000

the side length of the larger segment should have been 12 not 8 no? if im wrong explain thanks

Ok so like, how is this useful?

Nice but, I don’t think this is gonna help me in real life, or if I’ll even use it

I think you might be a genius!

It looks like mclaren logo

I would not recommended attempting integration.

Very sharp. I think it is impossible till watching the full video 😂

skong

32π-64 can be written as 32(π-2), taking π=3.14, 32(1.14) = 36.48 unit sq.

my result before watching :
40(pi-2) which is aprox 45.6637061436

s = 4
l = s * 3
l = 12

a = pi / 4
b = pi * (2 / 3) ^ 2 / 4
c = (2 / 3) ^ 2 - b
d = (1 / 3) ^ 2
e = d - pi * (1 / 3) ^ 2 / 4

(a - b - c - d + e) * l ^ 2
(pi / 4 - b - ((2 / 3) ^ 2 - b) - d + (d - pi * (1 / 3) ^ 2 / 4)) * 12 ^ 2
(pi / 4 - b - 4 / 9 + b - d + d - pi * (1 / 9) / 4) * 144
(9pi / 36 - 4 / 9 - pi / 36) * 144
(8pi / 36 - 4 / 9) * 144
(2pi / 9 - 4 / 9) * 144
(2pi - 4) * 144 / 9
36.53

This is why I quit maths. Too many sweats.

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I eyeballed 40 sq units 😂

Was anyone thinking intergrals? My brain wen to the very bottom line of x being described as equation along with the other two lines then doing the integral of each (top two lines with the top of the box being the x axis) then finding the difference of the top two line to solve it?

Silksong jumpscare

Why in the end, is it 32pi-64 instead of -64+32pi? And why don't you go to the end of it in the answers with the pi (eg: 32pi-64 = 32*3.14-64)? im so dumb

What app do u use to make notes like this

as a random 7th grader who forgot about most of these, I can totally say that I've learned at least one equation out of this

WHY CAN I ACTUALLY UNDERTSAND THIS????

My first thoughts were the same, take out all the shapes. Then do the respective calculations to get the final answer.

Amazing..

I did the exact opposite of his first step, I basically tried dividing the actual "x" into shapes and adding them up. Yes, I did lots of quarter circles minus triangles and subtracted from squares.
Ended up with the exact same result, and I'll admit that if not for the accidental diagonal line on left on the site for the bottom left square I wouldn't have even thought of using triangles there at all 😂

I think its faster if you focused on the red ones rather than the rest of the square

are you fucking kidding me? you are a disgrace.. an imbecile. remove yourself from the maths community at once. the answer was 16e+303. absolutely mad of you to think it was whatever that RUBBISH product was insinuating. return to the academy and refresh and refine your techniques. sincerely, mathemetician and astrophysicist, 'Young Nigga Bonin' 88'.

How were you so sure these areas were part of a circle and a different shape like an oval?

Confusing

Brilliant!

Skong📢📢

Much too complicated solution. Learn to rearrange.

NO U

Just looking at it I guessed 40 cause a nearly full and then the rest of the pieces almost fill up 2.5 and that was close to answer