Question
In parallelogram STUV, VU = 91 centimeters,
UW = 108.8 centimeters, and m∠TSV = 57°. Use the picture to find m∠SVU.
parallelogram STUV with bisector W
In parallelogram STUV, VU = 91 centimeters,
UW = 108.8 centimeters, and m∠TSV = 57°. Use the picture to find m∠SVU.
parallelogram STUV with bisector W
123
89
57
182
UW = 108.8 centimeters, and m∠TSV = 57°. Use the picture to find m∠SVU.
parallelogram STUV with bisector W
In parallelogram STUV, VU = 91 centimeters,
UW = 108.8 centimeters, and m∠TSV = 57°. Use the picture to find m∠SVU.
parallelogram STUV with bisector W
123
89
57
182
Answers
GPT 3.5
The sum of the interior angles of a parallelogram is always 360°.
Therefore, m∠SVU = 180° - m∠TSV = 180° - 57° = 123°.
So, m∠SVU = 123°.
Therefore, m∠SVU = 180° - m∠TSV = 180° - 57° = 123°.
So, m∠SVU = 123°.