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Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete

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Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete Solution manual finite mathematics and its applications 13th edition by Larry J. Goldstein, Chapters 1- 12, complete

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Institution
Finite Mathematics And Its Applications
Course
Finite Mathematics And Its Applications











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Institution
Finite Mathematics And Its Applications
Course
Finite Mathematics And Its Applications

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Uploaded on
February 5, 2025
Number of pages
845
Written in
2024/2025
Type
Exam (elaborations)
Contains
Questions & answers

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Stuvia.com - The Marketplace to Buy and Sell your Study
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Material




SOLUTION MANUAL
Finite Mathematics & Its Applications
13th Edition by Larry J. Goldstein,
Chapters 1 - 12, Complete




Want to earn
ik ik


$1.236
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extra per year?

, Stuvia.com - The Marketplace to Buy and Sell your Study
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Material




Contents
Chapter 1: Linear Equations and Straight Lines
ik ik ik ik ik 1–1
Chapter 2: Matrices
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Chapter 3: Linear Programming, A Geometric Approach
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Chapter 4: The Simplex Method
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Chapter 5: Sets and Counting
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Chapter 6: Probability
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Chapter 7: Probability and Statistics
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Chapter 8: Markov Processes
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Chapter 9: The Theory of Games
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Chapter 10: The Mathematics of Finance
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Chapter 11: Logic
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Chapter 12: Difference Equations and Mathematical Models
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extra per year?

, Stuvia.com - The Marketplace to Buy and Sell your Study
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Material




Chapter 1 ik




Exercises 1.1 5
ik
6. Left 1, down i k ik ik


1. 2
Right 2, up 3i k i k i k
y
y


(2, 3)
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x
x
ik
2




7. Leftj 20, up 40ik i k ik

2. Leftj 1, up
ik ik
y
4
y

(–20, 40) ik
(–1, 4) ik



x
x




8. Right 25, up 30 i k i k i k

3. Down 2 ik
y
y


(25, 30) ik



x
x
(0, –2) ik




9. Point Qj is 2 units to the left and 2 units
ik ik ik i k i k ik i k i k ik i k

4. Right 2 ik


y up or (—2, 2).
ik ik ik ik




10. Point P is 3 units to the rightj and 2 units
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down or (3,—2).
ik ik ik



x
(2, 0)
ik
1 ik


11. —2(1) (3) = —2 +1 = —1so yes the point is ik ik ik ik ik ik ik ik ik



+
ik 3
on the ik



line. ik



5. Leftj 2, up
ik ik

12. 1
1 —2(2) + ik i k i k (6) =j—1 is false, so no the point is
ik ik i k i k i k i k i k i k
y i k not
3
(–2, 1) ik
on the ik



line i k




x


Copyright © 2023 Pearson Education, Inc.
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Want to earn ik ik


$1.236 ik



extra per year?

, Stuvia.com - The Marketplace to Buy and Sell your Study
ik ik ik ik ik ik ik ik ik


Material



Chapter 1: Linear Equations and Straight Lines
ik ik ik ik ik ik ISM: Finite Math
ik ik




1
y =j—1 ik i k Substitute the x i k i k 24. i 0 = 5
k i k ik


13 —2x + ik
i k and y 3 i k ik no solution ik

. x-intercept:
coordinates ofj the point into the ik ik ik ik ik none When x = i k i k i k

equation:
ik

f1 ıh f1ı'h+ 1 (3)=—1→—1+1=—1
i k i k i k

' ,3 →—2 i k
ik i k
0, y = 5y- i k i k i k

i isk


y' intercept: (0, 5)
'
ik ik




2 J y2J 3 25. When yj = 0,
i k i k ik i k


a false statement. So no the point is
i k i k i k i k i k i k i k
xj =j 7 x-
i k ik i k ik


not on theline.
ik ik i k
intercept: (7, i k



f 1h f 1 h ik i k
0)0 = 7 i k ik




.14 —2 +' ı (—1) =—1 ik ikik i k i k
ik i k is true so yes the
ik ik ik ik no solution ik


point is ik ik


y-intercept: none
y'3 J y'3ıJ
ı ik




on the line. ik ik
26. i k0 = –8x i k ik




15. m = 5, b = 8 i k ik i k i k i k
x = 0 i k i k


x-intercept: (0, 0) ik ik




16. m = –2 and b = – i k i k i k i k i k i k
yj = –8(0)
ik i k




6 yj = 0ik i k



y-intercept: (0, 0) ik ik



17. y =j 0x + 3; m =
i k ik i k i k i k i k



0, b
i k i k



= 3 i k




2 2 1 i k


yj = x +0; m = , b = 27 0 =
x –1ik i k i k ik

18 ik ik i k ik i k ik

3
0
ik
.
. 3 3 xj = 3 ik ik




19. 14x +7yj = 21 x-intercept: (3, 0) ik ik
i k i k ik ik ik ik
1 ik


7yj =j—14x +21
ik ik ik
y = (0) – 1 ik i k ik ik



3
y = —2x +3 ik ik ik
y = –1 i k i k


y-intercept: (0, –1) ik ik


20 x— y = 3
ik ik ik ik y
. —yj =j—xj+3 ik ik




y = xj—3 ik ik



(3, 0) ik

21. 3x = 5 ik ik
x
5 (0, –1)
x = ik ik
ik




3
1 2 28. i k When x = 0, yj = 0. i k ik i k i k ik i k



22 – 2 x + 3 yj =10
ik ik ik
ik ik

When x = 1, yj = 2. i k ik i k i k ik i k

. 2 1 i k y
y = i k i k


i k

xj+10 ik


3 2 (1, 2) ik

3
yj = ik i k
(0, 0) ik
x
i k

xj+15 ik



4

23. 0j =j—4x +8 ik ik

1-2
4x = 8 i k ik



xj = 2 ik ik


x-intercept: (2, ik


0)
ik


yj = –4(0) + 8
ik i k i k i k



yj = 8 ik i k




Want to earn
ik ik


$1.236
ik





extra per year?

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