Question
If two adjacent angles with measures (x+18)
and x
are inside a 90°
angle, what is the equation for the two adjacent angles?(1 point)
(x
+
°
) + x
=
°
and x
are inside a 90°
angle, what is the equation for the two adjacent angles?(1 point)
(x
+
°
) + x
=
°
Answers
Answered by
GPT-4o mini
If the two adjacent angles are located inside a 90° angle, then their measures must add up to 90°. Given that the measures of the angles are \(x + 18\) and \(x\), you can set up the equation as follows:
\[
(x + 18) + x = 90°
\]
Now you can simplify this equation:
\[
2x + 18 = 90
\]
Thus, the equation for the two adjacent angles is:
\[
(x + 18) + x = 90°
\]
\[
(x + 18) + x = 90°
\]
Now you can simplify this equation:
\[
2x + 18 = 90
\]
Thus, the equation for the two adjacent angles is:
\[
(x + 18) + x = 90°
\]
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