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Solution Manual for Applied CALC, 2nd Edition by Frank Wilson – Complete Chapter 2 Derivatives (Average Rate of Change, Limits, Slope, Algebraic Methods & Interpreting the Derivative)

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Ace your calculus course with the official Solution Manual for Applied CALC, 2nd Edition by Frank Wilson – this instant digital download provides complete, step-by-step solutions for all exercises in Chapter 2: The Derivative, including average rate of change, limits, instantaneous rate of change, difference quotient, derivative as slope, graphical methods, derivative as a function, algebraic method, interpreting the derivative, tangent lines, velocity problems, motion applications, and linear approximation. Perfect for college students, applied calculus learners, business calculus students, and anyone needing verified answers to study smarter, save hours, and prepare for exams with confidence – covers polynomial derivatives, exponential functions, linear models, real-world applications like warehouse growth, Starbucks revenue, Gold Star members, employment trends, Wal-Mart sales, Medicare enrollees, yogurt production, and heart disease death rates. Download now and start mastering derivatives today!

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30 2-1 Average Rate of Change CHAPTER 2 The Derivative 30




Solution Manual Applied CALC 2ND Edition | Frank
Wilson
Exercises 2-1
1.
f (b) g;−f g;(a) g; g;f g;(5) g;−f 5.
= g;
g; g;

q(b) g;−q(a) g; q(6) g;−q(0)
g;(3)
= g;
b g;− g;a 6 g;−0
b g;− g;a 5 g;− g;3 8 g;− 2
5 g;−1 =
= g;
6

2 g ; g ; 2 g;2−
2 = g;
g ;


4 6
= g;
2 g ; 2
= g;
= g;2 6
2.  g;0.2357
v(b)g;−v(a) g; v(1)g;−v(−1)
= g;
b g;− g;a 1− g;(−) 6. average g;rate g;of g;change
−1−(1)
= g; change g;in g;number g;of g;warehouses
2 = g;
−2 g;change g;in g;years
= g;
2 (608 −512)warehouses
= g;
g;

= g;−1 (2012 − 2008) years
g; g; g;

3. = g;24 g;warehouses g;per g;year

v(b) g;−v(a) g; v(4) g;−v(−3)
= g;
b g;− g;a 4g;−g;(−) 7. average g;rate g;of g;change
12 g;−12
= g;
7 change g;in g;number g;of g;Gold g;Star g;members
= g;
0 change g;in g; years
= g;
7
= g;
(24,846 g;−21, g;445)thousands
= g;0 2011− g;2009
= g;1700.5 g;thousand g;members g;per g; year
4.

,31 2-1 Average Rate of Change CHAPTER 2 The Derivative 31

z(b)g−; z(a) g; z(5)g;−z(1) 8. average g;rate g;of g;change
= g;
b g;− g;a 5 g;−1 4
ln(5) g;
ln(5) g; ln(1)
g;
− g; − g;0
= g; g ; g ; 5 1 g ;

,32 2-1 Average Rate of Change CHAPTER 2 The Derivative 32


o arehouse g;change g;in g;number g;of
f
g;warehouses g ;
= g;
(26,736 g;−20,181)thousands
= G 608 g;− g;512

c
o  g;68.28 g;thousand g;Gold g;Star g;members g;per g;warehouse
l
h
d
a
n S
g t
e a
r
i
n m
e
n
u m
m g
;
b b
g
;
e
g
;r
e g
r ;s
/
g
;
w
= g; g ; g ; 5
4
ln(5)
= g;
g;20

 g;0.0805

, 33 2-1 Average Rate of Change CHAPTER 2 The Derivative 33




9. average g;rate g;of g;change 12. g ; f g;(x) g ; = g ; 5

y
change g;in g;Starbucks g;net g;revenue
= g; 7
change g;in g; years 5


(11.7
−9.4)billion g;dollars
3

= g;
g; 1

2011− g; 2007 -1
x
-3
= g;0.575 g;billion g;dollars g;per -5
g; year -7

f (3) g;−f g;(1) g; 5 g;− g;5
= g;
g; g;


10. average g;rate g;of g;change 3g;−1 2
0
= g;
2
number g;o fg;Starbucks g;stores
= g; =g;0
g;change g;in g;years




= g;
(16,858 − g;16, g;680)stores
g;




2010 g;− g;2008 13. f g;(x) g ; = g;(x g;− g;2)2
= g;89 g;stores g;per g;year


11. f g;(x) g ; = g;2x 5
4
y 3
18 2
1
13
0 x
8
-1 0 1 2 3 4

3 -2
x
-2 g; 0
1 2 3 4


f (3) g;−f g;(1) g; 1−1
= g;
-7 g; g;



f (3)g;−f g;(1)g; 8 3g−
; 1 2
= g;
g; g;


g;−2 g;3 g;−1
0
2 = g;
6 2
= g; =g;0
2
= g;3
14.
f (3) g;−f g;(1) g; g;4 g;− g;0
=
g; g;


3g;−1 2
4
= g;
2
=g;2

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