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Answer:
A rhombus has two interior angles with a measurement of 56 degrees. What is the measurement of each of the other two interior angles?
Possible Answers:
One angle is 124 degrees and the other angle must be 56 degrees.
Both of the remaining angles are 124 degrees.
Not enough information is provided to solve this problem.
All of the interior angles of the rhombus are 56 degrees.
Correct answer:
Both of the remaining angles are 124 degrees.
Explanation:
The four interior angles in any rhombus must have a sum of 360 degrees. The opposite interior angles must be equivalent, and the adjacent angles have a sum of 180 degrees.
Thus, if a rhombus has two interior angles of 56 degrees, there must also be two angles that equal:
180−56=124
Check:
56+56+124+124=360
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