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Which is not a pair of congruent angles in the diagram below?

A. Angles BDA and DBC

B. Angles ABD and BAD

C. Angles ABD and BDC

D. Angles BCD and BAD​

Which is not a pair of congruent angles in the diagram below? A. Angles BDA and DBC-example-1

2 Answers

2 votes

Answer:

angles ABD and BAD

Explanation:

The congruent angles match in the number of angle markings on the diagram.

User Thetallweeks
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2 votes

Answer:

B. Angles ABD and BAD

Explanation:

The way that you tell which angles are congruent, are based on the angle marks. Angle A and C are congruent because they both contain 3 of the congruency marks, meaning they would equal the same degree. The answer is B because starting with angle BDA, B is your starting point, whereas D is the angle and A is the point you end on. With angle BAD, you start at point B and end at D, making angle A the one you're looking at. Because angle A contains 3 congruency marks, while angle B only contains one, this makes the two angles NOT congruent. Hope this helps. :)

User Philipp Munin
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4.7k points