Evaluate lim p(x) which P(x)={-+1, x<1 (x2 – 1, x>1 O A. lim p(x)=0 and lim p(x)=0, then, lim p(x)=0 lim_ p(x)=-2 and lim p(x)=-2, then, lim p(x) 1→1+ does not exist. Oc. lim_ p(x)=-1 and lim p(x)=0, then, lim p(x) does not exist. O D. lim p(x)=1 and lim p(x)=1_ then, lim p(x)=1

College Algebra
1st Edition
ISBN:9781938168383
Author:Jay Abramson
Publisher:Jay Abramson
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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Evaluate lim p(x) which P(x) =
={-x+1, x<1
(x2 – 1, x>1
A. lim p(x)=0 and lim p(x)=0, then,
lim p(x)=0
O B. lim p(x)=-2 and lim p(x)=-2, then, lim p(x)
В.
2+1+
does not exist.
Oc. lim p(x)=-l and lim p(x)=0, then, lim p(x)
does not exist.
O D. lim p(x)=1 and lim p(x)=1, then, lim p(x)=1
Transcribed Image Text:Evaluate lim p(x) which P(x) = ={-x+1, x<1 (x2 – 1, x>1 A. lim p(x)=0 and lim p(x)=0, then, lim p(x)=0 O B. lim p(x)=-2 and lim p(x)=-2, then, lim p(x) В. 2+1+ does not exist. Oc. lim p(x)=-l and lim p(x)=0, then, lim p(x) does not exist. O D. lim p(x)=1 and lim p(x)=1, then, lim p(x)=1
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