find the measure of the indicated angles complementary angles with measures 6xminus31 and 8xminus33 question content area
Question
Find the measure of the indicated angles.
complementary angles with measures 6xminus31 and 8xminus33
Question content area bottom
Part 1
The angles are
enter your response here.
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Answer to a math question Find the measure of the indicated angles.
complementary angles with measures 6xminus31 and 8xminus33
Question content area bottom
Part 1
The angles are
enter your response here.
Solution:
Complementary angles are two angles whose sum is equal to 90 degrees. Therefore,
\left(6x-31\right)+\left(8x-33\right)=90
Solving for x,
14x-64=90 14x=154 x=11
Solving for the value of the two angles,
6x-31=6\left(11\right)-31=66-31=35^{\circ} 8x-33=8\left(11\right)-33=88-33=55^{\circ}
Answers: 35^{\circ},55^{\circ}
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