QUESTION 5 Given the surge function C (1) = 10t*e, att = 1, C(t) is O Decreasing O At a maximum O At an inflection point O Increasing QUESTION 6 50 Suppose a population can be modeled by P (1) = - where t is in years since 2005. During what year is this population growing most 1+ 25e -0.51 rapidly? O 2009 O 2011 O 2013 O 2007QUESTION7 3 Find the global maximum and minimum ofthe function f (.x) =_\\' _\\'2+ 6 on the interval 1 g g 3 . O Global maximum at (0:6), global minimum at (1.4) O Global maximum at (0:6), global minimum at (28:15:32?) O Global maximum at (325-), global minimum at (1 :4) 0 Global maximum at (325-), global minimum at (233,158.32?) QUESTIONS Find the global maximum and minimum, ifthey exist, for the function f(x) = x mm for all x > 0. Which ofthe following is true? O f()() has a global minimum at x = 1 and a global maximum at x = 3 O f(x) has no global minimum and a global maximum at x = 1 0 f(x) has a global minimum at x =10 and a global maximum at x = 5 O f(x) has a global minimum at x =1 and there is no global maximum QUESTION 9 Analyze the function y = 3x + for local maximum and minimum values. X O local max at x=3, local min at x=-3 O local max at x=9, local min at x=-9 O local max at = - 3 , local min at =1 3 local max at x=-3, local min at x=3 QUESTION 10 Find the local maxima and minima of f (x) =x3-9x2+ 24x . O Local max at x=2, local min at x=0 O Local max at x=4, local min at x=2 O Local max at x=2, local min at x=4 O Local max at x=-2, local min at x=4