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4 years ago

When talking about economic resources, capital refers to which of the following?

2 answers:

4 0

wealth in the form of money or other assets owned by a person or organization or available or contributed for a particular purpose such as starting a company or investing.

alexandr402 [8]4 years ago

3 0

The top dog, the biggest one

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Assuming that the Gini coefficient for Egypt is 0.403 and the Gini coefficient for Australia is 0.404, it is possible to conclud

artcher [175]

Answer:

The correct answer is . d. none of the above.

Explanation:

Gini coefficient is a measure of the inequality devised by the Italian statistician Corrado Gini. It is normally used to measure income inequality, within a country, but it can be used to measure any form of unequal distribution. The Gini coefficient is a number between 0 and 1, where 0 corresponds to perfect equality (all have the same income) and where the value 1 corresponds to perfect inequality (one person has all income and none others ). The Gini index is the Gini coefficient expressed in reference to a maximum of 100, instead of 1, and is equal to the Gini coefficient multiplied by 100. A variation of two cents of the Gini coefficient (or two units of the index) is equivalent to a distribution of 7% of wealth from the poorest sector of the population (below the median) to the richest (above the median).

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4 years ago

Happy Home Products produces detergents, toothpaste, bar soap, disposable diapers, and paper products. This company has a produc

ELEN [110]

Answer:

Width

Explanation:

According to my research on the different terminology used by Retail companies in manufacturing, I can say that this company (Happy Home Products) has a product width of five lines. Product Width is defined as the number of separate product lines offered by a certain company. In the case of Happy Home Products the product width would be detergents, toothpaste, bar soap, disposable diapers, and paper products.

I hope this answered your question. If you have any more questions feel free to ask away at Brainly.

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3 years ago

.............................................................................................................,,,,,,,,,,,........

goldfiish [28.3K]

Answer:

Please Stop

Explanation:

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3 years ago

Read 2 more answers

Describe how a car be a need for one person and a want for another person

ser-zykov [4K]

Answer:

Explanation:

Some people need to drive to work in far places, and they can not afford to take public transportation every day. Others may be in High School and want a car to go to school, but they will be fine without having one.

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4 years ago

A store offers two payment plans. under the installment plan, you pay 25% down and 25% of the purchase price in each of the next

Ann [662]

Answer

a-1 . The Present Value of the installment plan is $94.38.

We calculate the PV of $25 for each of the three following years with the following formula:

$PV_{Annuity} = Constant Payment * PVIFA_{0.04,3}$

where

PVIFA = Present Value interest factor of an annuity of $1 at 4% for 3 years.

$PVIFA_{0.04,3} = 2.77509103$

We can ascertain this in excel by using the syntax : =pv(0.04,3,-1).

In this syntax, 0.04 is the interest rate, 3 is number of periods and since the annuity is $1 we write 1. We need to put in -1 because otherwise, we'll get the answer as a negative number. This is because excel treats any Present Values as outflows, and records them as negative.

Substituting the values above in the preceding equation we get,

$PV_{Annuity} = 25 * 2.77509103$

$PV_{Annuity} = 69.3772758$

In order to find the Present Value of the installment plan, we need to add the down payment of $25. So,

$PV_{instalment} = $25 + 69.3772758$

PV of instalment = $94.38

a-2. We get a 6% discount when we pay in full, so the purchase price of the product becomes:

$Purchase price = 100 - (100*0.06)$

$Purchase price = $94 (100 - 6)$

Since the purchase price of the pay in full plan is lesser than that of the installment plan, the pay in full plan is a better option.

b-1. The Present Value of the installment plan is $90.75.

Since the first instalment falls due only after one year, we calculate the PV of $25 each of four years with the following formula:

$PV_{Annuity} = Constant Payment * PVIFA_{0.04,4}$

where

PVIFA = Present Value interest factor of an annuity of $1 at 4% for 4 years.

$PVIFA_{0.04,4} = 3.62989522$

We can ascertain this in excel by using the syntax : =pv(0.04,4,-1).

Substituting the values above in the preceding equation we get,

$PV_{Annuity} = 25 * 3.62989522$

$PV_{Annuity} = 90.7473806$

b-2. In this case, the PV of the pay in full plan remains at $94 while that of the instalment plan falls to $90.75. Since the PV of the Instalment plan is lower, we'll choose the instalment plan.

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3 years ago