Can you please do question 1 letter b, c 1. Consider the function f(x):(a) Complete the following tables. Enter at least 8 decimal places for your answer.cos x 1cos x 1limx-0-X-0.1-0.01-0.001-0.0001Xcos x 1f(x) =XXlimx-0+COS X 1X(c) Put a check mark in front of the correct answer.(c-1) Is f(0) defined?Yes(b) Based on your tables above, make a guess for the following limits:cos x 1cos x 1X0.01the limit limx-0-XxNo! It is a guess only, not a proof.0.10.0010.0001No1f(x)=(c-2) Does this matter for the limits of limlimx→0+H-0-XYes. For this reason, none of the above limit exists.=limx-0cos x 1Xcos x 17XXlimx-0cos xx1-?No. What happens at "a' is irrelevant to the limit as x approaches a.(c-3) Does the table of values constitute a full proof of the limit value of limCOS X-x-0-XYes! Full points would be awarded on a test if I use the above table to evaluatecos x 1-?

1. Consider the function f(x): (a) Complete the following tables. Enter at least 8 decimal places for your answer. cos x 1 cos x 1 lim 1-0 x -0.1 -0.01 -0.001 -0.0001 X f(x) = cos x 1 = x X lim x-0+ X (c) Put a check mark in front of the correct answer. (c-1) Is f(0) defined? Yes (b) Based on your tables above, make a guess for the following limits: cos x 1 cos x 1 X cos x 1 0.1 0.01 the limit lim 2-0- x No! It is a guess only, not a proof. 0.001 0.0001 No f(x) = (c-2) Does this matter for the limits of lim lim 1-0 x-0+ Yes. For this reason, none of the above limit exists. lim x-0 cos x 1 X cos x 1 1 X X lim x-0 cos x 1 ? X No. What happens at "a' is irrelevant to the limit as x approaches a. (c-3) Does the table of values constitute a full proof of the limit value of lim cos - 1 ? I-0- X Yes! Full points would be awarded on a test if I use the above table to evaluate cos x 1

1. Consider the function f(x): (a) Complete the following tables. Enter at least 8 decimal places for your answer. cos x 1 cos x 1 lim 1-0 x -0.1 -0.01 -0.001 -0.0001 X f(x) = cos x 1 = x X lim x-0+ X (c) Put a check mark in front of the correct answer. (c-1) Is f(0) defined? Yes (b) Based on your tables above, make a guess for the following limits: cos x 1 cos x 1 X cos x 1 0.1 0.01 the limit lim 2-0- x No! It is a guess only, not a proof. 0.001 0.0001 No f(x) = (c-2) Does this matter for the limits of lim lim 1-0 x-0+ Yes. For this reason, none of the above limit exists. lim x-0 cos x 1 X cos x 1 1 X X lim x-0 cos x 1 ? X No. What happens at "a' is irrelevant to the limit as x approaches a. (c-3) Does the table of values constitute a full proof of the limit value of lim cos - 1 ? I-0- X Yes! Full points would be awarded on a test if I use the above table to evaluate cos x 1

Calculus: Early Transcendentals

8th Edition

ISBN:9781285741550

Author:James Stewart

Publisher:James Stewart

Chapter1: Functions And Models

Section: Chapter Questions

Problem 1RCC: (a) What is a function? What are its domain and range? (b) What is the graph of a function? (c) How...

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