Questions from General Calculus

Q: Property of functions is described next. Draw some conclusion about the

Property of functions is described next. Draw some conclusion about the graph of the function. f (1) = 2, f ‘(1) > 0

Q: Property of functions is described next. Draw some conclusion about the

Property of functions is described next. Draw some conclusion about the graph of the function. g(1) = 5, g’(1) = -1

Q: If g(3) = 2 and g’(3)

If g(3) = 2 and g’(3) = 4, find f (3) and f ‘(3), where f (x) = 2 * [g(x)]3.

Q: Property of functions is described next. Draw some conclusion about the

Property of functions is described next. Draw some conclusion about the graph of the function. h’(3) = 4, h’’(3) = 1

Q: Property of functions is described next. Draw some conclusion about the

Property of functions is described next. Draw some conclusion about the graph of the function. F ‘(2) = -1, F ’’(2) 6 0

Q: Property of functions is described next. Draw some conclusion about the

Property of functions is described next. Draw some conclusion about the graph of the function. G (10) = 2, G’(10) = 0, G’’(10) > 0

Q: Property of functions is described next. Draw some conclusion about the

Property of functions is described next. Draw some conclusion about the graph of the function. f (4) = -2, f ‘(4) > 0, f ’’(4) = -1

Q: Property of functions is described next. Draw some conclusion about the

Property of functions is described next. Draw some conclusion about the graph of the function. g(5) = -1, g’(5) = -2, g’’(5) = 0

Q: Property of functions is described next. Draw some conclusion about the

Property of functions is described next. Draw some conclusion about the graph of the function. H(0) = 0, H’(0) = 0, H’’(0) = 1

Q: In Figs. 4(a) and 4(b),

In Figs. 4(a) and 4(b), the t-axis represents time in hours. (a) When is f (t) = 1? (b) Find f (5). (c) When is f (t) changing at the rate of -.08 unit per hour? (d) How fast is f (t) changing after 8...