Question: Which of the following functions could be evaluated without using the Chain Rule? Select all that apply. O z = vsint Of(x) = tan(cos x)








Which of the following functions could be evaluated without using the Chain Rule? Select all that apply. O z = vsint Of(x) = tan(cos x) O y = tan x cos x OS(x) = 3tan x OT(V) = (30 + 7)2 O A(x) = tan(3x2 )\fUse the information in the table to find the derivatives. ac 2 3 6 f (xx ) 3 6 10 37T 2 f' (ac) 9 2 5 f" (a ) N 12 -8 4 V2 All final answers are integers. a) If h (a) = f (3x) then h' (2) = b) If y = f (x2 + 2) then y' |x=1= c) If G (x) = cos(f (a) ) then G' ( 7) =A group of biologists have measured the lengths of a certain type of snake and model the average length (in centimeters) of the snakes at t weeks after birth to be: L (t) = 19 (1 (1 + 0.55325 + 0.014t2)'1) What is the growth rate of an average snake, 3 weeks after birth? Round your nal answer to 2 decimal places
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