Question 2 1ptor Details Suppose - 10 f(x) dx = 6. • J" ple) dx = 13 and S en [ r(e) de C Then Question 3 Bipt Details Evaluate: 5*sa) de dx = Question 4 1 pe 31 Details Suppose Find - S," f(x) dx = 16.5 • L,") dr. 5,"as(2) de Question 5 1 pt. Details Suppose Sºs(a) dx = 10 and • S" f(a) dr = 5. "fla) dz = Then Question 6 1 pt 1 Details 10 Suppose f(x) dx = 17. Find ) f(x) dr. 10 5 r(a) dx = 6 * 10
Question 7 1 pt 91 Details Suppose f(x) is continuous and positive for all a. Moreover, suppose f'(.) is negative for all z. Select the appropriate comparison. 1* sla) de ? 5 * $(2) dx . 10 1 * (w) de 70 5" sca) de Question 8 1 pt 1 0 Details Suppose f(x) is continuous and positive for all a. Moreover, suppose f'(x) is negative for all a. Select the appropriate comparison. Assume a <b< c. [° fca) de [*fta) de 6 5* $(2) 1 f(x) dx 70 S***s(a) dr I" (*) ) f(x) dx 20 f(b)(b-a) ſºf2 f(x) da 20 f(a)(b-a)
Question 9 1 pt 91 Details Suppose f(x) has the following properties: f is continuous and positive for all x € (4,12] fis decreasing for all a € [4, 12] f(x) dx = 39, • S'f(e) f(4) must be more than Question 10 1 pt 51 Details Suppose f(x) has the following properties: • f(x) is continuous and positive for all x € (5, 17] f(x) is increasing for all x € (5, 17] 124, · ["f\x) dx = 1 • 4" f(x) dx = 72, . 13 . Use this information to find the least and greatest possible value of f(13). <f(13)
Question 2 1ptor Details Suppose - 10 f(x) dx = 6. • J" ple) dx = 13 and S en [ r(e) de C Then Question 3 Bipt Details E
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Question 2 1ptor Details Suppose - 10 f(x) dx = 6. • J" ple) dx = 13 and S en [ r(e) de C Then Question 3 Bipt Details E
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