Calculus solutions are an effective tool which is used to find the results of calculus problems. This tool is
used to find the problem which involved limit & continuity, differential calculus and integral calculus. It
provides the detailed solution of the calculus problem just by using the rules and formulas of calculus. This
tool is so effective that it provides not only the solutions but also provides the solution with proper
The below mentioned two examples will help us in understanding the same in better way.
Example 1:- Find the derivative of the 2(x2+1)
Solution 1:- Given function are 2(x2+1)
To find: - d/dx 2(x2+1)
We know that, d/dx (xn) = nxn-1
Therefore, d/dx (2(x2+1)) = 2(d/dx(x2) + d/dx(1))
So d/dx (2(x2+1)) = 2 (2x+0)
Therefore, d/dx (2(x2+1)) = 4x +0= 4x
Hence d/dx (2(x2+1)) = 4x. This example gives the detailed solution of differential calculus
Example 2:- Find the integration of ∫ y50 dy
Solution 2:- Given function is y50.
Here we have to find the integration of y50.
Now we know that, ∫yn.dy = yn+1/ n+1 + c, Here c is constant of integration
Therefore,∫ y50 dy = (y50+1/ 50+1) + c = y51 / 51+ c
So the integration of ∫ y50 dx = y51 / 51+ c
In this example c is constant of integration.
This example gives the detailed solution of integral calculus problem by following the step by
step procedure in detailed way.