Question: Let A be a positive constant. Let f be a function such that f( 7r) = 5 and f'(7) = 2 . If g(x) =

 Let A be a positive constant. Let f be a functionsuch that f( 7r) = 5 and f'(7) = 2 . Ifg(x) = In((f(x) )2 + A sin a), then g' (TT) equalsO1 O1 25 25 - A 25 20 - A 25 10+ A 25Let f be a function such that lim f(x) =0. What is the value of lim f(x) sin There is not

enough information given to determine whether or not this limit exists. OoO N / H This limit does not exist. CLet f bea function which is continuous for all x with the following properties:f(-3) = -1, f(2) - 2, and lim f(x) = 0. Whichof the following assertions is always TRUE? There exists an A >2 such that f( A) = 1000. There exists a c on

Let A be a positive constant. Let f be a function such that f( 7r) = 5 and f'(7) = 2 . If g(x) = In((f(x) )2 + A sin a), then g' (TT) equals O1 O1 25 25 - A 25 20 - A 25 10 + A 25Let f be a function such that lim f(x) = 0. What is the value of lim f(x) sin There is not enough information given to determine whether or not this limit exists. Oo O N / H This limit does not exist. CLet f be a function which is continuous for all x with the following properties: f(-3) = -1, f(2) - 2, and lim f(x) = 0. Which of the following assertions is always TRUE? There exists an A > 2 such that f( A) = 1000. There exists a c on the interval (-3, 2) such that f(c) = 1. There exists a c on the interval (-3, 2) such that f(c) = -2. There exists a c on the interval (-1, 3) such that f(c) = 1. Of ( -1.5 ) = 2Question 5 (1 point) Let f (x) be a function that satisfies 1

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