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Find an expression for the function whose graph consists of the line segment from the point (-2,2) to the point (-1,0) together with the top half of the circle with centere at the origin and radius 1.

Given f³ (x) = x2sin(x²), compute the derivative of f with respect to x.


Given f (x2) =x2sinx², compute the derivative of f with respect to x.


∫¹∫2x² dx


∫²(x) = x² dx

∫²∫¹ x² dx


∫¹(x) = sinx

∫²∫1sinx dx


∫¹cosx dx


∫³∫1cosx dx


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