Short Overview: So here let's do a u sub for 1 plus 4x squared so that's the U take the derivative that will be 8X DX so we'll have to divide the All right example nine integrate from three to Infinity of one over x times the square root of x squared minus nine DX so here

Mat 230 8 8 3 -

So here let's do a u sub for 1 plus 4x squared so that's the U take the derivative that will be 8X DX so we'll have to divide the All right example nine integrate from three to Infinity of one over x times the square root of x squared minus nine DX so here much easier to evaluate all right so if we integrate r squared as a constant so that's x times r squared minus X cubed over

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  • So here let's do a u sub for 1 plus 4x squared so that's the U take the derivative that will be 8X DX so we'll have to divide the
  • All right example nine integrate from three to Infinity of one over x times the square root of x squared minus nine DX so here
  • much easier to evaluate all right so if we integrate r squared as a constant so that's x times r squared minus X cubed over
  • opposite over hypotenuse so that's the 60 degrees just rewriting it in radians so rewrite my integral from 0 to pi over

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MAT 230 8 8 3
MAT 230 8 3 2
MAT 230 8 3 1
MAT 230 Sect 8 1 to 8 3
MAT 230 8 10 3
MAT 230 8 1 3
MAt 230 8 7 3
MAT 230 8 11 3
MAT 230 8 0 2
MAT 230 8 10 2
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MAT 230 8 8 3

MAT 230 8 8 3

All right example nine integrate from three to Infinity of one over x times the square root of x squared minus nine DX so here

MAT 230 8 3 2

MAT 230 8 3 2

... opposite over hypotenuse so that's the 60 degrees just rewriting it in radians so rewrite my integral from 0 to pi over

MAT 230 8 3 1

MAT 230 8 3 1

Read more details and related context about MAT 230 8 3 1.

MAT 230 Sect 8 1 to 8 3

MAT 230 Sect 8 1 to 8 3

Read more details and related context about MAT 230 Sect 8 1 to 8 3.

MAT 230 8 10 3

MAT 230 8 10 3

So here let's do a u sub for 1 plus 4x squared so that's the U take the derivative that will be 8X DX so we'll have to divide the

MAT 230 8 1 3

MAT 230 8 1 3

Read more details and related context about MAT 230 8 1 3.

MAt 230 8 7 3

MAt 230 8 7 3

Read more details and related context about MAt 230 8 7 3.

MAT 230 8 11 3

MAT 230 8 11 3

... much easier to evaluate all right so if we integrate r squared as a constant so that's x times r squared minus X cubed over

MAT 230 8 0 2

MAT 230 8 0 2

Read more details and related context about MAT 230 8 0 2.

MAT 230 8 10 2

MAT 230 8 10 2

Read more details and related context about MAT 230 8 10 2.