Team Fortress 2

Team Fortress 2

plr_highertower
how do you prove Pythagoras's theorem?
pls help i need for school
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Beiträge 115 von 47
ruck 6. Apr. 2017 um 12:09 
google
a² + b² = c²
Rhayu 6. Apr. 2017 um 12:56 
find measure of a with a ruler
find measure of b with a ruler
find measure of c with a ruler
squareRoot(a^2 + b^2) should be the same thing as the measurement of c
proven
Sbeve 6. Apr. 2017 um 13:02 
Ursprünglich geschrieben von Weeaboo Jones:
a² + b² = c²
that's the theorem but that's not the proof
You need to suk some fat ♥♥♥♥
h²=c²+c²
a² + b² = c²
Plug in the values you know, and solve by moving over numbers and square rooting.

Example (not to scale)

| \
| \
4 | \ Find "c".
|__\
3

| \
| \
a |_ \ c
|_|_\
b

We already know "a" and "b", so we can put them in the equation.

a² + b² = c²

4² + 3² = c²

Simplify the left side.

16 + 9 = c²

25 = c²

Since "c" is still squared, we need to take the square root of it to find plain "c".
__ __
√25 = √c²

Simplify.

5 = c / c = 5

Note that this will only work for triangles with a right angle.
btw u can ask smbd on pronhub
Sbeve 7. Apr. 2017 um 6:16 
Ursprünglich geschrieben von k:
Ursprünglich geschrieben von hello? more like hellno:
pls help i need for school
stop posting trash
no, i made it my destiny to be that one kid that shtiposts on every orange_50f_tower parody
Zuletzt bearbeitet von Sbeve; 7. Apr. 2017 um 6:16
mydick²+urmomsmouth²=urunbornbrothersinurmumsmouth²
A^2+B^2=c^2
it's the Converse of Pythagoras's Theorem.
Dont worry, i figured it out
so you know how milk bottles have handles? if you square the distance between the lid and the cap of the milk, and multiply the circle lid of the milk bottle, you get 2.759. This proves the therom. To give an example, in a world were A=1 and B=2, squaring C only makes sense, beacause in order to use the milk lid, you need the handle width. Another way to prove this therory, is to tell your teacher that it just works. Famous game designer, Hobb Toward, explained SkyOut 5's building features "Just worked"
I hope this helped, and good luck in school
Ursprünglich geschrieben von I need more RAM:
You can use either a graphical method or you can use πr^2 to find the proof you need
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