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solving calculus problems. Generally calculus problem involves two important parts. One is of differential

calculus and other is of integral calculus. If we will practice calculus problems then only we will have sound

knowledge of the subject and hence we can able to solve complicated problems very easily.

This can be understood by the given below examples:-

To find: - d/dx (x logx)

We know that,

d/dx (x logx) = x d/dx (log x) + logx d/dx(x)

Therefore, d/dx (x logx) = logx. d/dx (x) + x d/dx (logx)

So d/dx (x logx) = log x + x. 1/x

Therefore, d/dx Sin (2x) = log x + 1

Here we have to find the integration of x + 2

Now we know that,

∫x

Therefore,∫ x + 2 dx = (x