diagonals of a rectangle pqrs are intersecting in point M .if angle QMR is equal to 50 degree then find the measure of angle MPS.
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Consider triangle PMS,
angle PMS = angle QMR (vertically opposite angles)
Therefore PMS = 50°
PM = MS ( diagonals of rectangle are equal)
So, angle MPS = angle MSP(angles opposite to equal sides are equal)
Let them be x
Now in a triangle, sum of all angles is 180°
x + x + 50° = 180°
2x = 130°
x = 65°
Angle MPS = x = 65°
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