Problem

Solve sin⁡A=3−2 if 0≤A≤π

Answer

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Answer

There is no solution to the equation sin⁡A=3−2 in the range 0≤A≤π

Steps

Step 1 ：The given equation is sin⁡A=3−2 with the range of A being 0≤A≤π.

Step 2 ：The sine function is negative in the third and fourth quadrants. However, the given range for A is from 0 to π, which includes the first and second quadrants. In these quadrants, the sine function is non-negative.

Step 3 ：Therefore, there is no solution to the equation sin⁡A=3−2 in the given range.

Step 4 ：There is no solution to the equation sin⁡A=3−2 in the range 0≤A≤π

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