Question

What is the measures of TVU shown in the diagram below PLEASE HELP FAST

Answer 1

<TVU = 1/2(120 - 12)

<TVU = 1/2(108)

<TVU = 54°

Answer

C. 54°

Answer 2

C) ∠TVU = 54 degree.

Explanation:

Given : Figure with angle 120 and 12 degree.

To find : Measures of ∠TVU.

Solution : We have given a circle with two secant VU and VT.

Arc UT make angle 120 degree and arc SR make an angle 12 degree.

Angle formed by two secant =
`(1)/(2)` (DIFFERENCE of Intercepted Arcs).

∠TVU =
`(1)/(2)` ( 120 - 12 ).

∠TVU =
`(1)/(2)` ( 108 ).

∠TVU = 54 degree.

Therefore, C) ∠TVU = 54 degree.