Indefinite Integrals True or False

1.	An "improper integral" is -> another name for an indefinite integral. True False
2.	Which of the following statements must be true? Assume f is continuous and well-behaved on (0,∞). (I) If then converges. (II) If then diverges. (III) If diverges then (IV) If converges then -> II and IV True False
3.	The integral -> diverges True False
4.	If then the integral -> is a definite integral True False
5.	Which of the following integrals must converge? -> True False
6.	The integral -> diverges True False
7.	-> True False
8.	The function f ( x ) is graphed below. The integral -> converges only if a ≥ 1 True False
9.	To determine if converges or diverges, it would be useful to compare the integrand to -> True False
10.	Given the graph below, which of the following integrals must converge? (I) (II) (III) -> (I) True False

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