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Evaluate the given definite integrals.$$\int_{-2}^{-1} 12 x\left(4-x^{2}\right)^{3} d x$$

$-\frac{243}{2}$

Calculus 1 / AB

Chapter 25

Integration

Section 4

The Definite Integral

Integrals

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In mathematics, precalculu…

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$$\text {Evaluate the foll…

01:06

Evaluate the following int…

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Evaluate the integrals.

00:41

Evaluate the integrals…

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04:14

we have to find the value of the definite integral. That is even in the question. So four months ago square we will substitute by you. So money's of two X. Of the X equals to do you. Okay so two weeks of DX because two months of do you four months access code that is U to the power of three and 12 works dears we can add it minus of six. Do you? And when the limit is -1 When access management you will be four months 1 that is three when access managed to then you will be the limit will be four months 4. That is the cost to zero Months of six. Integration of this will be used to the about 414 minus of six. You to develop four of 14 The Limited 0- three. Okay So -6 of 14. Now we'll put celibate. So this will be a cost 23 to the power four mona's zero. So this will be close to minus six upon four In 2, 3 to the power forest 81. So It will be customers three. Why 2 in 281, 81 into three Will be to 43. So it will be Monakhov 2 43 upon two. So this is the Yeah answer. I hope you understood. Thank you.

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