Hi guys could you please help me with this question
By considering the difference between the area of a rectangle and the area enclosed between the curve y = sin-1 and the y-axis, find the exact area bounded by the curve y = sin-1 , the x-axis and the lines x = 0 and x =√3 / 2.
ANSWER = (√3 .pi) /6 – ½
= ((√3. pi) -3 ) / 6 units ^2
I just get 2, I understand the mentions of the rectangles hinting at something I just don't know what
By considering the difference between the area of a rectangle and the area enclosed between the curve y = sin-1 and the y-axis, find the exact area bounded by the curve y = sin-1 , the x-axis and the lines x = 0 and x =√3 / 2.
ANSWER = (√3 .pi) /6 – ½
= ((√3. pi) -3 ) / 6 units ^2
I just get 2, I understand the mentions of the rectangles hinting at something I just don't know what