Determine the measure of TSV
Angle 1: 157
Angle 2: 54
A. 23
B. 54
C. 103
D. 126
To determine the measure of TSV, we need to find the sum of the two given angles.
Angle 1: 157
Angle 2: 54.
Adding the two angles:
157 + 54 = 211.
Therefore, the measure of TSV is 211 degrees.
The correct option is not provided.
If it helps there is a half circle on the equation
If there is a half circle on the equation, it means that the angles given are angles that intercept the same arc of a circle.
In a circle, the measure of an angle intercepting a certain arc is equal to half of the measure of that arc.
Let the measure of the intercepted arc be x.
Angle 1: 157
Angle 2: 54
Since both angles intercept the same arc, we can set up the following equation:
157 = x/2
54 = x/2
To solve for x, we can solve one of the equations and substitute it into the other equation:
54 = x/2
Multiply both sides of the equation by 2 to isolate x:
2 * 54 = x
x = 108
Now that we know the measure of the intercepted arc is x = 108, we can find the measure of TSV by dividing the arc measure by 2:
TSV = 108/2 = 54
Therefore, the measure of TSV is 54 degrees. The correct answer is B.