1
answer
0
watching
143
views
13 Nov 2019
Problem 4. True or False? If you believe the statement is true, then provide an explanation. If you believe the statement is false. then rovide a counterexamle or a meaningful) correction (e) If/ is decreasing and g is increasing, then /(2) dz g(x) dr (f) If/ is a continuous function on the interval [a, b, then 15 + 3/(z)] dr = 5 + 3 /(r) dr. (g) For any continuos function f. /(r)dzf(r) dr (h) If f(x) dr-I g(x) dr. then f(r) g(x) for 2 㨠0, then f(x) > 0 for all a: in [a,b]. (i) If A is the average value of f on the interval [1, 4] and B is the average value of f on the interval 4,9], then the average value of fon 1,9 is the weighted average B
Problem 4. True or False? If you believe the statement is true, then provide an explanation. If you believe the statement is false. then rovide a counterexamle or a meaningful) correction (e) If/ is decreasing and g is increasing, then /(2) dz g(x) dr (f) If/ is a continuous function on the interval [a, b, then 15 + 3/(z)] dr = 5 + 3 /(r) dr. (g) For any continuos function f. /(r)dzf(r) dr (h) If f(x) dr-I g(x) dr. then f(r) g(x) for 2 㨠0, then f(x) > 0 for all a: in [a,b]. (i) If A is the average value of f on the interval [1, 4] and B is the average value of f on the interval 4,9], then the average value of fon 1,9 is the weighted average B
Nelly StrackeLv2
12 Aug 2019