The degree measure of the two angles of the triangle is 36 ° and 90 °. Find the radian measure of each corner of the triangle.

The unknown quantity is denoted by X.

Based on the fact that 180 ° is π radians, we compose the following ratios:

1) 180 ° / π = 36 ° / H.

It turns out that X = 36 π / 180 = π / 5.

2) 180 ° / π = 90 ° / H.

As a result, X = 90 π / 180 = π / 2.

Answer: 1) 36 ° = π / 5. 2) 90 ° = π / 2.



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