A continuous function f is defined on (0,10] and it graph is given below. If g() answer the following questions. for x in [0,10). a. Is g(0) negative, positive, or zero? Explain. b. Is g(10) negative, positive, or zero? Explain c. Find all Ï where g'(x) = 0, Explain. d. Determine the intervals where g is increasing and where g is decreasing. Explain. e. If there are extreme values for g, determine the x-coordinates where they occur, identify each as a maximum or minimum. Are there absolute extreme values? If so, identify them. f. Determine where the graph of g is concave up and where g is concave down. Explain. g. Sketch a possible graph of g incorporating the properties discussed in (a)-(f) above h. If h(x) g(vx), find h'(9). f(t) 0