C.O d. 7. Evaluate the lim e. x-0 0M bobivo a. 0 8. The limit of x as x approaches to c is equal to c. This may be thought of as th- titution law because x is simply substituted by c. lim x = c as illustrated in the exa b. 1 C. 00 d. does not exist %3D w. a. lim x = 5 b. lim 0.005 = x C. lim -10 - 10 d. lim x = 0 X-10 X-5 9. This symbol, lim f(x) L is read as a. The limit of x to c as it approaches to f(x) is L. b. The limit of f(x) as x approaches to c is L. c. The limit of L as x approaches to c is f(x). d. The limit of L as f(x) approaches to c is x. 10. lim 4x2 x0.005 5-x o lo q 1ow olo limi orllo noilorul o to adi b rill er oloulovas 3x + 1 is x+2 a. 2 b. 6 Sc. 10 d. 11 11. lim (x + 1)(x 1) is c. (x + 1) (x- 1) d. lim (x + 1) lim (x 1) x-a a. lim (x + 1) + lim (x 1) エートは b. (x + 1)lim (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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Question
d. 4
7. Evaluate the lim e.
x-+0
а. 0
b. T
C. 00
8. The limit of x as x approaches to c is equal to c. This may be thought of as the
substitution law because x is simply substituted by c. lim x = c as illustrated in the example
d. does not exist
below.
Olde le
a. lim x = 5
b. lim 0.005 = x C. lim -10 - 10 d. lim x 0
ズーー10
x0.005
5-x
9. This symbol, lim f(x) L is read aso to a
a. The limit of x to c as it approaches to f(x) is L.
b. The limit of f(x) as x approaches to c is L.
c. The limit of L as x approaches to c is f(x).
d. The limit of L as f(x) approaches to c is x.
3x + 1 is
ズ→C
to fimi ont
noltorul o to onladi b
(rill ert oloulovas
10. lim 4x2
Ob. 6
c. 10
d. 11
a. 2
11. lim (x + 1)(x 1) is
a. lim (x + 1) + lim (x - 1)
b. (x + 1)lim (x - 1)
エーa
c. (x + 1) (x- 1)
d. lim (x + 1) lim (x 1)
Transcribed Image Text:d. 4 7. Evaluate the lim e. x-+0 а. 0 b. T C. 00 8. The limit of x as x approaches to c is equal to c. This may be thought of as the substitution law because x is simply substituted by c. lim x = c as illustrated in the example d. does not exist below. Olde le a. lim x = 5 b. lim 0.005 = x C. lim -10 - 10 d. lim x 0 ズーー10 x0.005 5-x 9. This symbol, lim f(x) L is read aso to a a. The limit of x to c as it approaches to f(x) is L. b. The limit of f(x) as x approaches to c is L. c. The limit of L as x approaches to c is f(x). d. The limit of L as f(x) approaches to c is x. 3x + 1 is ズ→C to fimi ont noltorul o to onladi b (rill ert oloulovas 10. lim 4x2 Ob. 6 c. 10 d. 11 a. 2 11. lim (x + 1)(x 1) is a. lim (x + 1) + lim (x - 1) b. (x + 1)lim (x - 1) エーa c. (x + 1) (x- 1) d. lim (x + 1) lim (x 1)
correct answer on the blank before the number.
1. If f is a function such that lim )-f(2)
a. The limit of f(x) as x approaches 2 does not exist.
b. f is not defined at x = 2.
c. The derivative of f at x = 2 is 0
d. f is continUOus at x = 0.
2. If lim f(x) = 7, which of the following must be true?
0, which of the following must be true?
%3D
X-2
x-2
%3D
X+3
f is continuous at x = 3.
II.
1.
(2noilonut on SE
f is differentiable at x = 3
f(3) = 7
a. None
II.
c. II only
wollo ent Ja rlairw.
d. I and II only
b. Il only
2-4
%3D
3. If the function f is continuous for all real numbers and if f(x) =
when x # -
2, then f(-2) =
mil er todlavo alt
a. -4
b. -2
d. 0
loup adt
2-x-22
4. What is the value of the lim
x-1 x- 2x
a. -2
b. -1
c.1bwo
d. 2
x2 -x-2
5. What is the value of the lim
X+0
-2x
mil a
b. 1
C. does not exist d. o
a. -2
(4 +h)2 – 16
6. Find lim
h0
0>M bsbivorg
c. 8
d. 4
a. 16
b. 12
Transcribed Image Text:correct answer on the blank before the number. 1. If f is a function such that lim )-f(2) a. The limit of f(x) as x approaches 2 does not exist. b. f is not defined at x = 2. c. The derivative of f at x = 2 is 0 d. f is continUOus at x = 0. 2. If lim f(x) = 7, which of the following must be true? 0, which of the following must be true? %3D X-2 x-2 %3D X+3 f is continuous at x = 3. II. 1. (2noilonut on SE f is differentiable at x = 3 f(3) = 7 a. None II. c. II only wollo ent Ja rlairw. d. I and II only b. Il only 2-4 %3D 3. If the function f is continuous for all real numbers and if f(x) = when x # - 2, then f(-2) = mil er todlavo alt a. -4 b. -2 d. 0 loup adt 2-x-22 4. What is the value of the lim x-1 x- 2x a. -2 b. -1 c.1bwo d. 2 x2 -x-2 5. What is the value of the lim X+0 -2x mil a b. 1 C. does not exist d. o a. -2 (4 +h)2 – 16 6. Find lim h0 0>M bsbivorg c. 8 d. 4 a. 16 b. 12
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