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Always remember that a quadrilateral's (in this case, a parallelogram's) 4 angles must have a sum of 360 degrees. A quadrilateral has a pair of congruent angles. In this case, if a quadrilateral had 2 sides that have 75 degrees, the other 2 must be congruent, and the sum of all 4 angles must be 360.

Let x = 1 of the remaining 2 angles (it doesn't matter which one, because they have the same measure)

2x + (75+75) = 360
2x + 150 = 360
2x = 210
x = 105

The other angles are both 105 degrees.

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Q: Two of the angles in a parallelogram each measure 75 degree what is the measure of the other two angles?
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