Heyy i do not understand how to do this? Find the exact area enclosed between the cureve y = √ 4 - x^2 and the line x - y + 2 = 0 the answer is : ( π - 2 ) units^2 thanks heaps
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is the equation of a semicircle, centre (0,0), radius 2, standing on the x-axis, with maximum point (0,2). The line y=x+2 intersects this at (-2,0) and (0,2). Therefore the area between them is
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