Question

@huskynation here

Answer 1

@HuskyNation

Answer 2

whats going on here

Answer 3

\[2^{2}+4^{2}=c^{2} \]

So lets re write to what we get.

\[2+16=c\]

2 being the product of 2^2 and 16 being the produce of 4^2.

Answer 4

It is for me give me a sec i need to spand up for hispanic i chat

Answer 5

Do you follow?

Answer 6

sorry i got suspended

Answer 7

back

Answer 8

ok if the formula is c^2 then why don't we do 18 times 18? or 18^2?!?

Answer 9

because 18 is the squared form of c. 2, 16, and 18 are the squared forms of a, b, and c

Answer 10

oh so 18 is already square, does anywhere in the formula have somewhere saying to take the square root of c and that is the missing length?

Answer 11

YES perfect. So 18 is the squared form of the length of the hypotenuse. So by finding the square root of c what do we get?

Answer 12

4.24?

Answer 13

rounded

Answer 14

Great. So our hypotenuse of this triangle is?

Answer 15

4.24

Answer 16

AWESOME!

Answer 17

So using this try to find the hypotenuse of the triangle with the length of side a=10 and side b=15.

Answer 18

won't the formula be a^2+b^2=c then?

Answer 19

@SourMunchkin7806

Answer 20

is there a way you can prove that the hypotenuse length again?

Answer 21

No because its equal to c^2. When we do A^2 plus B^2 we get C^2 its just we have to find the square root of that to get the length of the hypotenuses

Answer 22

ok

Answer 23

so 10 times 10 = 100 15 times 15 = 225
square root os 325 18.03 rounded

Answer 24

YES there you go you now know the theorem