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ExtremeBDS [4]
3 years ago
7

A constraint with a positive slack value will have a positive dual price. will have a negative dual price. will have a dual pric

e of zero. has no restrictions for its dual price.
Business
1 answer:
Vlada [557]3 years ago
7 0

Answer: will have a dual price of zero

Explanation:

In a problem relating to optimization, a slack variable is simply referred to a variable which can be added to the inequality constraint so that it'll be changed to an equality.

It should be noted that when a slack variable is introduce, the inequality constraint will have to be replaced by an equality constraint. A constraint with a positive slack value will have a negative dual price of zero.

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2. Skip and Peggy are brother and sister and they fight about everything. Skip says that perfectly competitive firms maximize pr
finlep [7]

Answer: They are both right.

Explanation:

Firms in every market will always maximise profit where their Marginal Revenue equals Marginal Cost because at this point, resources are being fully utilized. This is therefore no different in a Perfectly competitive market so Skip is correct.

Peggy is also correct however because in a Perfectly Competitive market, the demand curve is perfectly elastic. This creates a situation where the Price, Marginal Revenue and Average Revenue are all the same and represent the demand curve as well.

With the Price being the same as the Marginal Revenue in a Perfectly competitive firm, that means that where the Price equals Marginal Cost is where the Marginal Revenue equals Marginal Cost as well so indeed perfectly competitive firms maximize profit where price equals marginal cost.

5 0
4 years ago
Kristy gives a walking tour of a popular tourist city to one person for $ 46. To increase her​ business, she would lower the pri
BartSMP [9]

Answer:

$ 532

Explanation:

<em>C= cost per person </em>

<em>N= number of people </em>

<em>TC= total cost </em>

<em> </em>

TC= ( 46 * N ) - ( N * ( N - 1 ) )

C= <u>( 46 * N ) - ( N * ( N - 1 ) )</u>

                        N

TC = ( 46*19 ) - ( 19 * ( 19-1 )  )

TC = ( 874 ) - ( 19 * 18 )

TC = 532

<u>Total Cost for 19 people</u> : $ 532

N°   $

1  46

2    44

3  42

4  40

5  38

6  36

7  34

8  32

9  30

10  28

11  26

12  24

13  22

14  20

15  18

16  16

17  14

18  12

19 <u> 10 </u>

<em><u>Total: 532 </u></em>

6 0
3 years ago
ASSETS RETURN MILLION$ LIABILITIES AND EQUITY COST MILLION$
dmitriy555 [2]

Answer:

Following are the responses to the given choices:

Explanation:

Please find the complete question:

1-year distance recovery = sensitive resources rate - liabilities sensitive rate

Rate sensitive assets = investments(<1 year) + short-term loans(<1 year)=\$(200+225)\ mn \\\\= \$425\ mn

Dependent Rate=sensitive rate of deposits+ fed fund borrowing

=\$(260+25) \ million\\\\ = \$285 \ million.

The difference in replicating gaps:

= \$(425-285)\ million\\\\=\$140 \ million

If interest rates decline by 1%, net income becomes down \$140\  million \times 1\% = \$14 \ million

4 0
3 years ago
What is one likely result of a promotion from graphic designer to art director ​
bulgar [2K]

ummm most likely a expensive art piece or a drawing from a famous

3 0
4 years ago
Read 2 more answers
Teich inc. is considering whether to continue to make a component or to buy it from an outside supplier. the company uses 15,000
inn [45]

The  cost of making that the component should be compared to the price of buying the component is $15.55.

<h3 /><h3>What is cost of making?</h3>

First step

Relevant manufacturing cost

Direct materials $7.90

Direct labor 2.10

Variable manufacturing overhead 1.10

Fixed manufacturing overhead 0.4

(10% × $4.00 is avoidable)

Total $11.50

Second step

Cost of making=11.5+[($8.10 per unit ÷ 6 minutes per unit)×3 minutes]

Cost of making=$11.5+$4.07

Cost of making=$15.55

Therefore the  cost of making that the component should be compared to the price of buying the component is $15.55.

Learn more about cost of making here:brainly.com/question/16107431?referrer=searchResults

#SPJ4

5 0
2 years ago
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