D) 2/0- D)-2y/C 9) Given a piecewise function below f(x) = (1- x)*n (x>0) , Find lim f(x) =r hpli te -k (sin x) /x A) e (x= 0) (x< 0) B) 0 C) 1 D) 1/ e cot(x + h) - cot(x)_ 10) lim h 0 A) tan x B) sec2 x C) - cs c2 x D) - cot x
D) 2/0- D)-2y/C 9) Given a piecewise function below f(x) = (1- x)*n (x>0) , Find lim f(x) =r hpli te -k (sin x) /x A) e (x= 0) (x< 0) B) 0 C) 1 D) 1/ e cot(x + h) - cot(x)_ 10) lim h 0 A) tan x B) sec2 x C) - cs c2 x D) - cot x
Chapter3: Functions
Section3.3: Rates Of Change And Behavior Of Graphs
Problem 2SE: If a functionfis increasing on (a,b) and decreasing on (b,c) , then what can be said about the local...
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Transcribed Image Text:D) 2/0-
9) Given a piecewise function below
1
f(x) = (1– x)*n (x>0) , Find lim f(x) =r lampli
e -k
(sin x) /x
A) e
(x = 0)
(x< 0)
B) 0
X- 0+
C) 1
D) 1/ e
cot(x + h) – cot(x)_
10) lim
h 0
A) tan x
B) sec2 x
C) - cs c2 x
D) - cot x
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