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It is the whole part of a [mixed] fraction.

For example, the integral amount for 32/5 is 3, the fractional amount is 2/5.

Similarly, the integral part of 2.718 is 2 and the fractional part is 0.718

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Q: What is meant by integral amount?
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What is meant by amountization?

It is the whole part of a [mixed] fraction. For example, the integral amount for 32/5 is 3, the fractional amount is 2/5. Similarly, the integral part of 2.718 is 2 and the fractional part is 0.718


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2 2x makes no sense. If you meant the integral of 2x, it is x2 + C. If you meant the integral of 4x, it is 2x2 + C. If you meant the integral of 2x2, it is 2/3 x3 + C.


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Using information from the Wolframalpha site. It seems that this integral can't be expressed as a finite amount of standard functions; you can go to the Wolfram Alpha site, and type "integral x^x", to get a series expansion if you are interested.


Integral of sec2x-cosx plus x2dx?

I wasn't entirely sure what you meant, but if the problem was to find the integral of [sec(2x)-cos(x)+x^2]dx, then in order to get the answer you must follow a couple of steps:First you should separate the problem into three parts as you are allowed to with integration. So it becomes the integral of sec(2x) - the integral of cos(x) + the integral of x^2Then solve each part separatelyThe integral of sec(2x) is -(cos(2x)/2)The integral of cos(x) is sin(x)The integral of x^2 isLastly you must combine them together:-(cos(2x)/2) - sin(x) + (x^3)/3


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