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Solve the given problems. Explain your answers.$$\text { Is } \int 3 x^{2} d x=x^{3} ?$$
No
Calculus 1 / AB
Chapter 25
Integration
Section 2
The Indefinite Integral
Integrals
Oregon State University
Harvey Mudd College
University of Michigan - Ann Arbor
Lectures
03:09
In mathematics, precalculu…
31:55
In mathematics, a function…
01:12
Find each integral.$$-…
01:24
Find the following.$$\…
00:48
Find the following.$$<…
01:34
Use substitution to find e…
01:10
01:16
Evaluate the integral.…
00:49
01:50
Evaluate each definite int…
01:23
02:56
elephants. We have to solve the gain problems and explain your answer Integration of three x square dx and it comes to execute. So we will do the integration of this. So this will because you three tries off x squared dx. And the integration of this will because two extra the power three upon three plus constancy. So this will be because we expect to the power of T plus question see where the answer is given and the question is excused. So we can see that this is not the complete answer on this solution. Okay. So as there is no, the results include the constant of integration. Mm hmm. This sort of you to answer in this. In this problem we can see that No, this is not the complete answer. So concerns would be included in the result. The result should include the constant open. So included constant. Often tickets um because it is indefinite integral. So this is the answer. I hope your initial. Thank you.
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