**Q1: **

Calculate the arc length of over the given interval .

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- C4
- D
- E2

**Q2: **

Find the length of the curve with parametric equations and , where .

**Q3: **

Express the length of the curve with parametric equations and , where , as an integral.

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**Q4: **

Find the length of the curve with parametric equations and , where .

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- E

**Q5: **

Find the length of the curve with parametric equations and , where .

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- E

**Q6: **

Express the length of the curve with parametric equations and , where , as an integral.

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- E

**Q7: **

Find the length of the curve with parametric equations and , where .

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**Q8: **

Express the length of the curve with parametric equations and , where , as an integral.

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- E

**Q9: **

The position of a particle at time is . Find the distance the particle travels between and .

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- C6
- D
- E1

**Q10: **

Find the length of the curve with parametric equations and , where .

- A
- B
- C5
- D
- E

**Q11: **

Find the length of the curve with parametric equations and , where .

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- D
- E

**Q12: **

Find the length of the astroid with parametric equations and , where .

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**Q13: **

Find the length of one arch of the cycloid with parametric equations and .

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**Q14: **

Consider the parametric equations and for .

Express the arclength of this curve as an integral.

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- E

Evaluate the integral.

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**Q15: **

Express the length of the curve with parametric equations and , where , as an integral.

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- D
- E