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What’s the measure of the missing angles?

What’s the measure of the missing angles?-example-1

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Answer:

Angle 1 equals 90 degrees. Angle 2 equals 38 degrees.

Explanation:

Angle 1 is at the cross of two perpendicular lines, making it 90 degrees. Angle 2 can be found by making the two equal side lengths and the middle line into one triangle. This means that two of the angles are 52 degrees. This leaves 76 degrees to be split in the triangle. The middle line cuts the angle in half, making it 38 degrees

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