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Q7 Webwork 2 2

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Q7 WeBWork 5.2
Q7 WeBWork 5.2
Q7 WeBWork 2.1
Q7 WeBWork 2.1
Q7 WeBWorK 3.3
Q7 WeBWorK 3.3
Q7 WeBWorK   1.3
Q7 WeBWorK 1.3
Q8 WeBWork 2.2
Q8 WeBWork 2.2
Q9 WeBWork 2.2
Q9 WeBWork 2.2
Q7   WeBWorK   1.5
Q7 WeBWorK 1.5
Q11 WeBWork 2.2
Q11 WeBWork 2.2
Q8 WeBWork 2 .1
Q8 WeBWork 2 .1
Q10 WeBWork 2.2
Q10 WeBWork 2.2
WeBWorK for instructors video 2 Creating homework sets
WeBWorK for instructors video 2 Creating homework sets

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Last Updated: August 27, 2026

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Q7 WeBWorK 3.3
Q7 WeBWorK   1.3
Q8 WeBWork 2.2

Videos for Q7 Webwork 2 2

Q7 WeBWork 2.2
Q7 WeBWork 2.2
Q7  WeBWorK  2.5
Q7 WeBWorK 2.5
Q7 WeBWorK 2.6
Q7 WeBWorK 2.6
Q7 WeBWorK 2.4
Q7 WeBWorK 2.4
Q7 WeBWork 5.2
Q7 WeBWork 5.2
Q7 WeBWork 2.1
Q7 WeBWork 2.1

1. Q7 WeBWork 2.2

Thir but bound it out the line Y = 9 so our radius is 9 minus X 23 and it's pi r

2. Q7 WeBWorK 2.5

X^

3. Q7 WeBWorK 2.6

Or area top minus below a equal to integral from 6 to

4. Q7 WeBWorK 2.4

... rewrite our equation of surface area here s equals integral from A to B we know where a to B is three of five that's great with

5. Q7 WeBWork 5.2

Okay 12 and then 12 + 3 over uh 3 * 4 which is just 12 which is just4 so um 1 over

6. Q7 WeBWork 2.1

X +

7. Q7 WeBWorK 3.3

Three halves with our all of our substitutions it's going to be 81 minus 81 s^

8. Q7 WeBWorK 1.3

... times

9. Q8 WeBWork 2.2

Um DX that's perfect um let's see and then well we can simplify that a little bit further we can do PI 1: 4 x^

10. Q9 WeBWork 2.2

Other gives us 8 y = y^

11. Q7 WeBWorK 1.5

... squared that's a simple enough integral we're going to move it up to the numerator negative

12. Q11 WeBWork 2.2

Welcome back this is question 11

13. Q8 WeBWork 2 .1

2

14. Q10 WeBWork 2.2

To this x - 4 and X +

15. WeBWorK for instructors video 2 Creating homework sets

... bunch of people so first of all

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