Question

To find: The angle of congruence.

Polynomial factorization
ANSWERED
asked 2021-05-03
To find: The angle of congruence.

Answers (1)

2021-05-05
Given information:
The given expression transitive property of angle congruence.
Calculation:
Calculate the transitive property of equality.
\(\displaystyle\angle{1}\stackrel{\sim}{=}\angle{2}\),
\(\displaystyle\angle{2}\stackrel{\sim}{=}\angle{3}\)
\(\displaystyle{m}\angle{1}={m}\angle{2}\)
\(\displaystyle{m}\angle{2}={m}\angle{3}\)
\(\displaystyle{m}\angle{1}={m}\angle{3}\)
\(\displaystyle\angle{1}\stackrel{\sim}{=}\angle{3}\)
Therefore, the angle of congruence is \(\displaystyle\angle{1}\stackrel{\sim}{=}\angle{3}\).
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