- Suppose That Has A Povedate For All Values Of And That Which Of The Following Statements Must Be True Of The Function 90 1 (5.04 KiB) Viewed 28 times
- Suppose That Has A Povedate For All Values Of And That Which Of The Following Statements Must Be True Of The Function 90 2 (22.6 KiB) Viewed 28 times
- Suppose That Has A Povedate For All Values Of And That Which Of The Following Statements Must Be True Of The Function 90 3 (26.47 KiB) Viewed 28 times
- Suppose That Has A Povedate For All Values Of And That Which Of The Following Statements Must Be True Of The Function 90 4 (26.47 KiB) Viewed 28 times
- Suppose That Has A Povedate For All Values Of And That Which Of The Following Statements Must Be True Of The Function 90 5 (4.77 KiB) Viewed 28 times
- Suppose That Has A Povedate For All Values Of And That Which Of The Following Statements Must Be True Of The Function 90 6 (4.77 KiB) Viewed 28 times
(a) is a differentiale function of False, since is not continuous, and is not differentiable by part 1 of the fundamental theorem or calculus True, since is continuous, and in differentiable by part 1 of the fundamental theorem of calculus (b) is a continuous function of O Truegis continuous because it is differentiable Fate is not continuous because it is not differentiable (c) The graph of g has a horizontal tangent atx=1 False, since (10) True, since g(1) = f(1) = 0. (d) g has a local macmum at 1 False, since g(1=f(1)>0 True since 1=1170
(e) g has a local minimum at x=1 O A True, since g' (1)=0 and 9' (1)=P(1)-0 B. False, since g(1)#0 and 9' (1) '* (1) 0. The graph of g has an indlection point atx=1 True, g''x)=f(x)0, sog' changes sign False, ') = f'x) > 0, sog' never changes sign dg (9) The graph of dx crosses the x-axis atx=1 N True, since g' (1)=f(1) = 0 and g(x) = f(x) is an increasing function ofx (because f(x) > 0). False since (1)#0 and gtx=f(x) is a decreasing function of x (because f(x) <0).
Suppose that this povedor no Which of the wings but the function 00- Jim Bor you