By using MATLAB to find A + B + C .

Question

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Answer 1

Question

Chapter C, Problem C.27E

a.

To determine

By using MATLAB to find A+B+C.

a.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 1

Conclusion:

A+B+C=(−422215).

b.

To determine

By using MATLAB to find A−B+C.

b.

Expert Solution

Answer to Problem C.27E

A−B+C=(−1612−219).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A - B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 2

Conclusion:

A−B+C=(−1612−219).

c.

To determine

By using MATLAB to verify the associative law (A+B)+C=A+(B+C).

c.

Expert Solution

Answer to Problem C.27E

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

(A + B)+ C

A + (B + C)

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 3

Conclusion:

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

d.

To determine

By using MATLAB to verify the commutative law A+B+C=A+C+B=B+C+A.

d.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

A + C + B

B + C + A

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 4

Conclusion:

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

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Answer 2

Question

Chapter C, Problem C.27E

a.

To determine

By using MATLAB to find A+B+C.

a.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 1

Conclusion:

A+B+C=(−422215).

b.

To determine

By using MATLAB to find A−B+C.

b.

Expert Solution

Answer to Problem C.27E

A−B+C=(−1612−219).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A - B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 2

Conclusion:

A−B+C=(−1612−219).

c.

To determine

By using MATLAB to verify the associative law (A+B)+C=A+(B+C).

c.

Expert Solution

Answer to Problem C.27E

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

(A + B)+ C

A + (B + C)

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 3

Conclusion:

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

d.

To determine

By using MATLAB to verify the commutative law A+B+C=A+C+B=B+C+A.

d.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

A + C + B

B + C + A

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 4

Conclusion:

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

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Answer 3

Question

Chapter C, Problem C.27E

a.

To determine

By using MATLAB to find A+B+C.

a.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 1

Conclusion:

A+B+C=(−422215).

b.

To determine

By using MATLAB to find A−B+C.

b.

Expert Solution

Answer to Problem C.27E

A−B+C=(−1612−219).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A - B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 2

Conclusion:

A−B+C=(−1612−219).

c.

To determine

By using MATLAB to verify the associative law (A+B)+C=A+(B+C).

c.

Expert Solution

Answer to Problem C.27E

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

(A + B)+ C

A + (B + C)

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 3

Conclusion:

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

d.

To determine

By using MATLAB to verify the commutative law A+B+C=A+C+B=B+C+A.

d.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

A + C + B

B + C + A

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 4

Conclusion:

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

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Answer 4

Question

Chapter C, Problem C.27E

a.

To determine

By using MATLAB to find A+B+C.

a.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 1

Conclusion:

A+B+C=(−422215).

b.

To determine

By using MATLAB to find A−B+C.

b.

Expert Solution

Answer to Problem C.27E

A−B+C=(−1612−219).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A - B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 2

Conclusion:

A−B+C=(−1612−219).

c.

To determine

By using MATLAB to verify the associative law (A+B)+C=A+(B+C).

c.

Expert Solution

Answer to Problem C.27E

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

(A + B)+ C

A + (B + C)

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 3

Conclusion:

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

d.

To determine

By using MATLAB to verify the commutative law A+B+C=A+C+B=B+C+A.

d.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

A + C + B

B + C + A

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 4

Conclusion:

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

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Subscribe now to access step-by-step solutions to millions of textbook problems written by subject matter experts!

Answer 5

Chapter C, Problem C.27E

a.

To determine

By using MATLAB to find A+B+C.

a.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 1

Conclusion:

A+B+C=(−422215).

b.

To determine

By using MATLAB to find A−B+C.

b.

Expert Solution

Answer to Problem C.27E

A−B+C=(−1612−219).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A - B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 2

Conclusion:

A−B+C=(−1612−219).

c.

To determine

By using MATLAB to verify the associative law (A+B)+C=A+(B+C).

c.

Expert Solution

Answer to Problem C.27E

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

(A + B)+ C

A + (B + C)

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 3

Conclusion:

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

d.

To determine

By using MATLAB to verify the commutative law A+B+C=A+C+B=B+C+A.

d.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

A + C + B

B + C + A

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 4

Conclusion:

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Answer 6

Chapter C, Problem C.27E

a.

To determine

By using MATLAB to find A+B+C.

a.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 1

Conclusion:

A+B+C=(−422215).

Answer 7

Chapter C, Problem C.27E

a.

To determine

By using MATLAB to find A+B+C.

Answer 8

a.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

Answer 9

a.

Expert Solution

Answer 10

a.

Expert Solution

Answer 11

Expert Solution

Answer 12

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 1

Conclusion:

A+B+C=(−422215).

Answer 13

b.

To determine

By using MATLAB to find A−B+C.

b.

Expert Solution

Answer to Problem C.27E

A−B+C=(−1612−219).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A - B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 2

Conclusion:

A−B+C=(−1612−219).

Answer 14

b.

To determine

By using MATLAB to find A−B+C.

Answer 15

b.

Expert Solution

Answer to Problem C.27E

A−B+C=(−1612−219).

Answer 16

b.

Expert Solution

Answer 17

b.

Expert Solution

Answer 18

Expert Solution

Answer 19

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A - B + C

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 2

Conclusion:

A−B+C=(−1612−219).

Answer 20

c.

To determine

By using MATLAB to verify the associative law (A+B)+C=A+(B+C).

c.

Expert Solution

Answer to Problem C.27E

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

(A + B)+ C

A + (B + C)

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 3

Conclusion:

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Answer 21

c.

To determine

By using MATLAB to verify the associative law (A+B)+C=A+(B+C).

Answer 22

c.

Expert Solution

Answer to Problem C.27E

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Answer 23

c.

Expert Solution

Answer 24

c.

Expert Solution

Answer 25

Expert Solution

Answer 26

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

(A + B)+ C

A + (B + C)

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 3

Conclusion:

(A+B)+C=(−422215).

A+(B+C)=(−422215).

Hence, (A+B)+C=A+(B+C).

Answer 27

d.

To determine

By using MATLAB to verify the commutative law A+B+C=A+C+B=B+C+A.

d.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

A + C + B

B + C + A

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 4

Conclusion:

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Answer 28

d.

To determine

By using MATLAB to verify the commutative law A+B+C=A+C+B=B+C+A.

Answer 29

d.

Expert Solution

Answer to Problem C.27E

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Answer 30

d.

Expert Solution

Answer 31

d.

Expert Solution

Answer 32

Expert Solution

Answer 33

Explanation of Solution

Given Information:

A=(−71649).

B=(6−512−2).

C=(−3−968).

MATLAB commands:

A = [-7 16;4 9]

B = [6 -5;12 -2]

C = [-3 -9;6 8]

A + B + C

A + C + B

B + C + A

MATLAB window below

Engineering Your Future, Chapter C, Problem C.27E , additional homework tip 4

Conclusion:

A+B+C=(−422215).

A+C+B=(−422215).

B+C+A=(−422215).

Hence, A+B+C=A+C+B=B+C+A.

Answer 34

Ch. C - Prob. C.1E Ch. C - Prob. C.2E Ch. C - Prob. C.3E Ch. C - Prob. C.4E Ch. C - Prob. C.5E Ch. C - Prob. C.6E Ch. C - Prob. C.7E Ch. C - Prob. C.8E Ch. C - Prob. C.9E Ch. C - Prob. C.10E

By using MATLAB to find A + B + C .

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Answer to Problem C.27E

Explanation of Solution

By using MATLAB to verify the associative law (A+B)+C=A+(B+C).

Answer to Problem C.27E

Explanation of Solution

By using MATLAB to verify the commutative law A+B+C=A+C+B=B+C+A.

Answer to Problem C.27E

Explanation of Solution

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Chapter C Solutions