The measure of m<ABC, m<ABE, and m<EBD are 130, 50, and 130 respectively
The point where two lines meet is known as an angle.
From the given angle, we can see that;
- m<ABE = m<DBC = 50 degrees (vertically opposite)
- Sum of m<ABE and m<ABC are supplementary, hence:
m<ABE + m<ABC = 180 degrees
50 + m<ABC = 180
m<ABC = 180 - 50
m<ABC = 130degrees
Get the angle m<EBD
m<EBD and m<CBD are also supplementary, hence:
m<EBD + m<CBD = 180
m<EBD + 50 = 180
m<EBD = 180 - 50
m<EBD = 130degrees
Hence the measure of m<ABC, m<ABE, and m<EBD are 130, 50, and 130 respectively.
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