New optimal solution Let xi be the number of number of candy bars manufactured of type i . For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price). For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

Question

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Answer 1

Expert Solution & Answer

Chapter 6.3, Problem 6P

a.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

b.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence

c.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

d.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this

e.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic

f.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this variable is

Expert Solution & Answer

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I help understanding this question d'y + 4dy +3y = a, Initial Conditions: y(0) = 5 & y'(0)=0 Where a = 10 a) Find y(t) =yh(t) +yp(t) in time domainIs the system over-damped, under-damped, or critical? b) Find y(t) using Laplace Transforms

Answer 2

Expert Solution & Answer

Chapter 6.3, Problem 6P

a.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

b.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence

c.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

d.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this

e.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic

f.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this variable is

Expert Solution & Answer

Trending nowThis is a popular solution!

See solution

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Answer 3

Expert Solution & Answer

Chapter 6.3, Problem 6P

a.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

b.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence

c.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

d.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this

e.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic

f.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this variable is

Expert Solution & Answer

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Answer 4

Expert Solution & Answer

Chapter 6.3, Problem 6P

a.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

b.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence

c.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

d.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this

e.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic

f.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this variable is

Expert Solution & Answer

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Answer 5

Expert Solution & Answer

Answer 6

Expert Solution & Answer

Answer 7

Chapter 6.3, Problem 6P

a.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

b.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence

c.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

d.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this

e.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic

f.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this variable is

Answer 8

Chapter 6.3, Problem 6P

a.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

Answer 9

Chapter 6.3, Problem 6P

a.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

Answer 10

b.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence

Answer 11

b.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence

Answer 12

c.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

Answer 13

c.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price)

Answer 14

d.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this

Answer 15

d.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this

Answer 16

e.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic

Answer 17

e.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic

Answer 18

f.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this variable is

Answer 19

f.

Explanation of Solution

New optimal solution

Let xi be the number of number of candy bars manufactured of type i.

For a maximization problem, the new optimal value = (old optimal value) + (Constraint i’s shadow price).

For a minimization problem, the new optimal value = (old optimal value) – (Constraint i’s shadow price).

Let x1 be the non-basic variable and hence when this variable is

Answer 20

Expert Solution & Answer

Answer 21

Expert Solution & Answer

Answer 22

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Answer 23

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Answer 24

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Answer 25

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Answer 26

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Answer 27

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Answer 28

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Answer 29

This is a popular solution!

Answer 30

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Answer 31

Ch. 6.1 - Prob. 1P Ch. 6.1 - Prob. 2P Ch. 6.1 - Prob. 3P Ch. 6.1 - Prob. 4P Ch. 6.1 - Prob. 5P Ch. 6.2 - Prob. 1P Ch. 6.2 - Prob. 2P Ch. 6.3 - Prob. 1P Ch. 6.3 - Prob. 2P Ch. 6.3 - Prob. 3P

Solution Summary: The author explains the new optimal solution for the number of candy bars manufactured of type i.

Explanation of Solution

Explanation of Solution

Explanation of Solution

Explanation of Solution

Explanation of Solution

Explanation of Solution

Chapter 6 Solutions