Since the two angles are supplementary, the sum of their measures is 180°.
So, m + LABC = 180°.
Substituting the given value for LABC (15°), we have:
m + 15° = 180°.
Subtracting 15° from both sides, we get:
m = 180° - 15°.
m = 165°.
Since m<CBD is equal to x°, the value of m CBD is 165°.
Use facts about supplementary angles to solve the following problem. Two angles are supplementary and have measures m. LABC = 15° and m<CBD = x°
What is the value of m CBD? (1 point)
1 answer