1. 
An "improper integral" is > another name for an indefinite integral.

2. 
Which of the following statements must be true? Assume f is continuous and wellbehaved on (0,∞). (I) If then converges. (II) If then diverges. (III) If diverges then (IV) If converges then > II and IV

3. 
The integral > diverges

4. 
If then the integral > is a definite integral

5. 
Which of the following integrals must converge? >

6. 
The integral > diverges

7. 
>

8. 
The function f ( x ) is graphed below. The integral > converges only if a ≥ 1

9. 
To determine if converges or diverges, it would be useful to compare the integrand to >

10. 
Given the graph below, which of the following integrals must converge? (I) (II) (III) > (I)
