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3 votes
Work out the size of angle a.

angle a =
°

Give a reason why.

Work out the size of angle b.

angle b =

°

Work out the size of angle a. angle a = ° Give a reason why. Work out the size of-example-1

2 Answers

5 votes

Answer:

A = 56 degrees.

B = 34 degrees.

Explanation:

A would be the same as 56 (vertically opposite angles are equal) and B is 34 degrees because you take away a and the right angle from 180 degrees.

User Orfa
by
5.6k points
4 votes

Explanation:


\angle{a} = 56° using the definition of vertical angles

The sum of the interior angles of a triangle is 180 so


\angle{a} + \angle{b} + 90 = 180


\Rightarrow 56° + \angle{b} + 90° = 180°

or


\angle{b} = 34°

User Edwin Iskandar
by
5.7k points