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3 years ago

8

The amount the objective function coefficient of a decision variable would have to improve before that variable would have a pos

itive value in the solution is the
a. dual price.
b. reduced cost.
c. upper limit.
d. surplus variable.

1 answer:

Salsk061 [2.6K]3 years ago

8 0

The answer would be C

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Assume that your parents wanted to have saved for college by your 18th birthday and they started saving on your first birthday.

sergejj [24]

Answer:

$2,670.21
$‭1,068.09‬

Explanation:

1. The payment is a fixed amount so is an annuity. Using the Future value of an annuity factor table, we can find the annuity factor for 18 years at 8%.

Future value of annuity = Payment * Future value of an annuity factor , 18 years, 8%

100,000 = Payment * 37.4502

Payment = 100,000/37.4502

= $2,670.21

2. Future value of annuity = Payment * Future value of an annuity factor , 18 years, 8%

140,000 = Payment * 37.4502

Payment = 140,000/37.4502

= $3,738.30

How much more would they pay = 3,738.30 - 2,670.21

= $‭1,068.09‬

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3 years ago

Lighter Than Air Industries expects that it would lose $10 million if a tornado struck its aircraft operations facility. It expe

Semenov [28]

Answer:

Single loss expectancy = $10,000,000

Explanation:

Given:

Loss of amount if tornado hit = $10,000,000

Single loss expectancy = ?

Computation of Single loss expectancy:

Single loss expectancy = Assets value × Exposure factor

Single loss expectancy = $10,000,000 × 1

Single loss expectancy = $10,000,000

Annual loss expectancy = Assets value / Expected year

Annual loss expectancy = $10,000,000 / 100

Annual loss expectancy = $100,000

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4 years ago

Use the following scenario to answer the following questions: Natasha can produce either 5,000 pounds of cheese or 20 houses per

Savatey [412]

If Natasha can produce either 5,000 pounds of cheese or 20 houses per year and Jameson can produce either 5,000 pounds of cheese or 10 houses per year then,

Natasha has a comparative advantage in the production of cheese.
Jameson has a comparative advantage in the production of cheese.

<h3>What is comparative advantage?</h3>

The ability of an economy to produce a specific good or service at a lower opportunity cost than its trading counterparts is known as comparative advantage.

The example of comparative advantage is-

For instance, if a nation excels in producing both cheese and chocolate, they can choose to allocate the appropriate amount of labour to each product.
This nation has a comparative advantage in producing chocolate if it takes one hour of labour to make 10 units of cheese and one hour of labour to produce 20 units of chocolate.

The importance of comparative advantage are-

Ability to create a good or service for a lower opportunity cost is a benefit of comparative advantage.
Companies with a comparative advantage are able to sell their products and services for less than their rivals do, resulting in higher profit margins and stronger sales margins.

To know more about lower opportunity cost, here

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2 years ago

How would you address issues of equality

Karo-lina-s [1.5K]

I think Equality is a very important thing to achieve in this modern society.

As we could see, it is right that in the modern age, the role of Men as the main gender provider and protector started to diminished, since a lot of jobs now does not require strength ( i.e the most high paying jobs). Which mean that we cannot overlooked women's capability as a provider in the society.

4 0

4 years ago

Company A considers buying company B by means of a tender offer. Company B will accept any offer of A which reflects a fair valu

Evgen [1.6K]

Answer:

the price per share in the case when A offers B is $200

Explanation:

The computation of the price per share is as follows:

The fair value is

= ($60 + $120) × 50%

= $90

The 50% represent the percentage of equally

Now the price per share is

= $90 + $90 + $20

= $90 + $110

= $200

Hence, the price per share in the case when A offers B is $200

The same is to be considered

3 0

3 years ago