Match the lengths of the hypotenuse and one leg of a right triangle to the length of the other leg.

Term
Hypotenuse: 13; Leg: 5
Hypotenuse: 6; Leg: square root of 32
Hypotenuse: square root of 106; Leg: 5
Hypotenuse: 25; Leg: 24
Definition
A) Leg: 12
B) Leg: 2
C) Leg: 9
D) Leg: 7

Question

Match the lengths of the hypotenuse and one leg of a right triangle to the length of the other leg.

	Term 	
	Hypotenuse: 13; Leg: 5 	
	Hypotenuse: 6; Leg: square root of 32	
	Hypotenuse: square root of 106; Leg: 5 	
	Hypotenuse: 25; Leg: 24 
Definition	
A) Leg: 12
B) Leg: 2
C) Leg: 9
D) Leg: 7

zzr0ck3r · Answer

$a^2+b^2=c^2$ where $a$, and $b$ are the two legs and $c$ is the hypotenuse.

anonymous · Answer

Heh Im Lost Rephrase That :x

anonymous · Answer

Ohhhhhhhh Kay Nevermind I Understaaand Haha Slow Moment x3