A right triangle. A side is StartRoot 34 EndRoot meters and the hypotenuse is 9 meters.

Which of the follwing statements are true about the unknown leg length?Select all that apply.
The equation (StartRoot 34 EndRoot) squared + 9 squared = c squared will find the unknown leg length
The equation (StartRoot 34 EndRoot) squared + b squared = 9 squared will find the unknown leg length.
The equation a squared + (StartRoot 34 EndRoot) Squared = 9 squared will find the unknown leg length.
The length of the unknown length is StartRoot 115 EndRoot m.
The length of the unknown length is StartRoot 47 EndRootm

Question

contestada

Respuesta :

hannahcjensen hannahcjensen · Answer 1 · 2022-02-21T16:42:43+01:00

Answer:

A. The equation a squared + (StartRoot 13 EndRoot) squared = 6 squared can be used to find the unknown length.

B. The equation (StartRoot 13 EndRoot) squared + b squared + 6 squared can be used to find the unknown length.

C. The equation (StartRoot 13 EndRoot) squared + 6 squared = c squared can be used to find the unknown length.

D. The length of the unknown leg is StartRoot 23 EndRoot meters.

E. The length of the unknown leg is 7 meters.

Step-by-step explanation: A, B, D are the correct answers!

Trust me I got it right.

lindenmuthmya lindenmuthmya · Answer 2 · 2022-04-12T10:37:05+02:00

Answer:

the correct answers are B,C,E or

The equation (StartRoot 34 EndRoot) squared + b squared = 9 squared will find the unknown leg length.

The equation a squared + (StartRoot 34 EndRoot) Squared = 9 squared will find the unknown leg length.

The length of the unknown length is StartRoot 47 EndRootm

Step-by-step explanation:

got it right on edge, good luck

Answer Link