Question

In a 45°-45°-90° triangle, the length of the hypotenuse is 11. Find the length of one of the legs.

Answer 1

\[L=\frac{ 1 }{ 2 }H \sqrt{2}\]

Answer 2

A) \[11 \sqrt{3}\div 2\]

Answer 3

B)
\[11\sqrt{2}\div 2\]

Answer 4

C) \[11 \sqrt{2}\]

Answer 5

You don't really need to put the choices out, just plug in the H of the formula i gave you and you'll be good...

Answer 6

i dont have a calculator on me

Answer 7

You don't need one...

Answer 8

im not good with doing numbers in my head

Answer 9

H=Hypotenuse. So put the H in for the formula and tell me what you get

Answer 10

i know what H is

Answer 11

wait so its C?

Answer 12

No

Answer 13

\[L=H \sqrt{2} \div 2\]

Answer 14

\[H=11\]

Answer 15

I hope you know that I'm just re-stating my first formula, re-arranged in a different way, right?