One angle of a parallelogram measures 75°. Find the measure of its adjacent angle and the measure of all the remaining angles of the parallelogram? WITH SOLUTION
If ∠A is 75 degrees, then the measure of ∠C must also be 75 degrees. Now, the sum of the measures of ∠A and ∠B is supposed to be equal to 180 degrees. Similarly, if ∠B is 105 degrees, then the measure of ∠D must also be 105 degrees. Therefore, the measures of the remaining angles are 75, 105 and 105
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Answer:
If ∠A is 75 degrees, then the measure of ∠C must also be 75 degrees. Now, the sum of the measures of ∠A and ∠B is supposed to be equal to 180 degrees. Similarly, if ∠B is 105 degrees, then the measure of ∠D must also be 105 degrees. Therefore, the measures of the remaining angles are 75, 105 and 105
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