Question

Need help for geoooooooooo

Answer 1

Solution with steps :

Given :

• △AFB≅△DEC

Since triangle AFB is congruent to triangle DEC their corresponding parts will be equal.

Which means :

• m∠AFB = 37°
• m∠ABF = 90°

Sum of all angles of a triangle = 180°

Measure of ∠CDE :

`= \tt180 - 37 + 90`

`= \tt180 - 127`

`= \tt53`

• Thus, the measure of angle CDE = 53°
• Then, the measure of angle BAF = 53°

Therefore, m∠A = 53°

My answer :

`\hookrightarrow\boxed{\color{plum}\bold {\tt \: \bold{m∠A = 53°}}}`