Misprints in the 3rd
Edition
(Three misprints also
appear in the 4th edition:
See page 31, line 6;
page 194, line 12; and page 216, lines 3-4 from the bottom)
Page 1, title
of Chapter 1 (also in Contents on page iii)
Printed: Units and Differentiation
Should be: Limits and Differentiation
Page 31, line
6
Printed: 
.
Should be: 
.
Page 110,
line 13
Printed: In Problem 9, you are asked…
Should be: In Problem 16, you are asked…
Page 128,
line 7
Printed:
(c) Use concepts from 3.6 and
3.7 to sketch the graph of the function.
Should
be: (c) Use concepts from 3.3 and
3.6 to sketch the graph of the function.
Page 186,
lines 12-13
Printed: 13. The endpoints of a diameter of a sphere goes through the
points (-1,5,3) and (1,-5,-3). Find the center and
radius of the sphere and put in form of equation (4).
Should be: 13. The endpoints of a diameter of a sphere are (-1,5,3) and (1,-5,-3). Find
the center and radius of the sphere and put in form of equation (4). Use the midpoint
formula: the point halfway between 
and 
is 
Page 186,
lines 12-13 from the bottom
Printed: 14. The endpoints of a diameter of a sphere goes through the points
(1,-3,11) and (-5,-5,-13). Find the center and radius of the sphere and
put in form of equation (4).
Should be: 14. The endpoints of a diameter of a sphere are (1,-3,11) and (-5,-5,-13).
Find the center and radius of the sphere and put in form of equation
(4). Use the midpoint formula from the previous problem.
Page 194, line 12
Printed: Because
Should be: Because 
Page 196, lines 5-7 from the bottom
Printed: 
and
Should be: 
and
Page 216,
lines 3-4 from the bottom
Printed: 
Should be: 
Page 221,
line 14
Printed: 1. Find the critical points
on the following surfaces…
Should be: 1. Find the stationary points on
the following surfaces…
Page 226,
line 2
Printed: 
and 
Should be: 
and 
Page 226,
line 10 from the bottom
Printed: 
and 
Should be: 
and 
Page 228,
line 9
Printed: 1. Find the critical points
on the following surfaces…
Should be: 1. Find the stationary points on
the following surfaces…
Page 228,
line 9 from the bottom
Printed: … given by
the function 
Should be: … given by the
function 
Page 372,
line 6
Printed: ... given
in Problem Section 12.1.3.
Should be: ... given in Problem
Section 9.1.3.
Page 373,
line 10
Printed: ... (see Problem Section 11.3.13),
Should be: ... (see Problem Section 8.3.13),
Page 376,
line 5 from the bottom and below
Printed:
(a) The state lottery
three-digit game (Problem Section 12.2.6).
(b) Chuck-a-luck (Problem Section
12.2.7).
(c) Roulette (Problem
Section 12.2.11).
(d) Craps (Problem
Section 12.2.13).
(e) High-Low (Problem Section
12.2.12).
Should be: (a) The state
lottery three-digit game (Problem Section 9.2.6).
(b) Chuck-a-luck (Problem Section
9.2.7).
(c) Roulette (Problem
Section 9.2.11).
(d) Craps (Problem
Section 9.2.13).
(e)
High-Low (Problem Section 9.2.12).
Page 381,
lines 7-9
Printed: Since
the summations to determine the mean and the variance of the binomial
distribution are rather difficult to evaluate, we find the mean and variance by
a different way in the next section (see Example 3) to be:
Should be: It’s rather difficult to determine the
mean and the variance of the binomial distribution. The formulas are:
Page 383,
line 16
Printed: 2. Suppose that in Problem
Section 12.3.1,
Should be: 2. Suppose that in Problem
Section 9.3.1,
Page 392,
line 10 from the bottom
Printed:
Section 13.1.9).
Should
be: Section 9.4.9).
Page 445,
line 1 from the bottom
Printed: 9. The
largest possible z-value is 5,
Should be: 8. The
largest possible z-value is 5,
Page 446,
lines 4-10
Printed: 3.
(a) 
(b)
(c) 
5.
(a) 
(b) 
(c) 
7. 
Should be: 3. (a) 
(b)
(c) 
5.
(a) 
(b) 
(c) 
7. 
Page 446,
line 20
Printed: 21. (a) 
and
at P, whereas 
and 
at Q.
Should
be: 21. (a) 
and
at P, whereas 
and 
at Q.
Page 446,
lines 12-13 from the bottom
Printed: 1.
so 
so 
so 
Should be: 1. 
so 
so 
so 
Page 446,
line 7 from the bottom
Printed: 5. 
Should
be: 5. 
Page 446,
lines 1-2 from the bottom
Remove these 2
lines.
Page 447,
lines 4-5
Printed: 3.
So
which is reasonable,
because demand decreases as price increases. And 
because demand…
Should be: 3. 
So
which is reasonable,
because demand decreases as price increases. And 
because demand…
Page 447,
lines 22-23
Printed: 4.
(
and 
for . Moreover, 
and 
for all 
so the conditions…
Should be: 4. (
and 
for . Moreover, 
and 
for all so the conditions…
Page 447,
lines 17-20 from the bottom
Printed: 6.
(a) Profit: 
Maximum at 
(Then
) Since 
and
we have found the
maximum.
(b)
(With 
profits are 
Should be: 6. (a) Profit: 
Maximum at (Then
) Since 
and
we have found the
maximum.
(b)
(With profits are 
Page 447,
line 12 from the bottom
Printed: 10. 
and 
so…
Should be: 10. 
and 
so…
Page 448,
line 5
Printed: 4. (a) 
Should be: 4. (a) 
Page 448,
line 8
Printed: 6. (a) 
Should be: 6. (a) 
Page 448,
line 10
Printed: (Adding the equations 
and 
yields
Should be: (Adding the equations 
and 
yields
Page 448,
lines 10-11 from the bottom
Printed: … (b) 
and 
Here 
for all…
Should be: … (b) 
and 
Here 
for all…
Page 448,
line 5 from the bottom
Printed: 1. (a) 
and 
Should be: 1. (a) 
and 
Page 449,
line 8
Printed: (d) 
Should be: (d) 
Page 449,
line 17
Printed: … The
equations 
Should be: … The
equations 
Page 449,
lines 4 and 5 from the bottom
Printed: … The
necessary conditions are 
, implying…
Should be: … The
necessary conditions are 
, implying…
Page 450,
line 6
Printed: … are 
It follows that…
Should be: … are 
It follows that…
Page 452,
line 1
Printed: 7. 
: 
Should be: 7. : 