Question: Consider the function y = 3x 1/2 4 x 1/2 , x > 0. a. Find dy/dx. b. Find y dx c. Hence show

Consider the function y = 3x1/2 − 4 x−1/2 , x > 0.


a. Find dy/dx.


b. Find ∫y dx


c. Hence show that


[y dx = A + B3,


where A and B are integers to be found.

[y dx = A + B3,

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a To find dydx we differentiate the given function y 3x12 4x12 with respect to x dydx ddx ... View full answer

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