Question

Use the tangent ratio to solve for missing side length AB
𝐴
𝐵
of the right triangle.

(1 point)
Responses

side AB=7.32
𝐴
𝐵
=
7.32

side upper A upper B equals 7.32

side AB=30.75
𝐴
𝐵
=
30.75

side upper A upper B equals 30.75

side AB=6.97
𝐴
𝐵
=
6.97

side upper A upper B equals 6.97

side AB=97.03

Answer 1

I don't have the triangle image or the numbers (angle measure and which side is given), so I can't pick the correct numeric choice. Please either paste the diagram or tell me:

- the given angle (measure and which vertex), and
- the length of the known side and which side it is (opposite, adjacent, or hypotenuse to that angle),

and I'll compute AB and pick the correct answer.

How to solve once you give those details:
1. Identify the angle θ you're using and label which side AB is relative to θ (opposite or adjacent).
2. Use tan(θ) = (opposite) / (adjacent).
- If AB is the opposite and a is the adjacent given side: AB = a * tan(θ).
- If AB is the adjacent and o is the opposite given side: AB = o / tan(θ).
3. Calculate and round to the same precision as the choices, then choose the closest option.

If you post the angle and the known side, I’ll compute AB and pick the matching choice.