The measure of angle TSV can be determined by finding the sum of the measures of angle TSV and angle RSV, and then subtracting from 180° (since they form a straight line):
Angle TSV = (180° - angle RSV) - angle TSV
Angle TSV = (180° - 54°) - 157°
Angle TSV = 126° - 157°
Angle TSV = -31°
Therefore, the measure of angle TSV is -31°.
Angle TSV has a degree of 157 and angle RSV has a degree of 54. Determine the measure of angle tsv
3 answers
Determine the measure of ∠TSV . (1 point) Responses 23° 23 degrees 54° 54 degrees 103° 103 degrees 126°
To determine the measure of ∠TSV, we need to find the sum of the measures of ∠TSV and ∠RSV and then subtract it from 180°.
∠TSV + ∠RSV = 157° + 54° = 211°
180° - 211° = -31°
Since an angle measure cannot be negative, it means there is an error in the given measures. Therefore, the measure of ∠TSV cannot be determined with the given information.
∠TSV + ∠RSV = 157° + 54° = 211°
180° - 211° = -31°
Since an angle measure cannot be negative, it means there is an error in the given measures. Therefore, the measure of ∠TSV cannot be determined with the given information.