The Options are:

a) None of the others

b) decreasing function, convex function

c) Increasing function, convex function

d) decreasing function, concave function

e) Increasing function, concave function

Select the correct function type for function f(.:-:) on (1, 3): an) = mz 2 f(x) = g3 4x2 + 393 1 3%) = (x + 1)(x -10) 3%?) = -=v(x - 8) Choose... 0 Choose... 0 Choose... 0 Choose... 0 Suppose function at\") and its derivative f'(2:} is well-dened for all real-valued 3. It is known that x) has only one stationary point :3 = 1. Is it correct to conclude that cc = 1 is either a maximum or minimum point for x)? Select one: 0 True 0 False Suppose function x) and its derivative f'($) is well-dened for all real-valued r_ It is known that at) has only one stationary point as = 1. Moreover, we know that f(2':) indeed has a maximaf point. Is it correct to conclude that a: = 1 is the maximal point for x) ? Select one: Q True 0 False What is the maximum point of the quadratic function @(x)=-2x\"2+9x7_7 on real line? Round your answer to 2 decimal places. Answer: A rm's short-run production function is given by Q{L) = 6L2 0.45123 where L 3 0 denotes the number of workers (in thousands). What is the size of the workforce (in thousands) that maximises output? Round your answer to 2 decimal places. Answer: \f