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Aleksandr-060686 [28]
4 years ago
5

When the government implements programs such as progressive income tax rates, which of the following is likely to occur? a. equa

lity is increased and efficiency is increased. b. equality is increased and efficiency is decreased. c. equality is decreased and efficiency is increased. d. equality is decreased and efficiency is decreased.
Business
1 answer:
kozerog [31]4 years ago
8 0

Answer:

The correct answer is b. equality is increased and efficiency is decreased.

Explanation:

Progressive taxes are considered those in which the economic capacity of the person or the company is taken into account, that is: the higher the economic capacity the value to be paid for the tax increases. The objective of this type of taxes is that the payments made by people or companies are made proportionally to their income. Direct taxes are usually progressive.

An example of a progressive tax is the income tax, in the case of natural persons the value to be paid for this concept depends on the taxable liquid income.

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3 years ago
Help is Here, a wrecker company, will soon need to purchase a new wrecker. The company anticipates needing $35,000 in 3 years. T
fenix001 [56]

Answer:

1)  B. Future value of an annuity

2)  E. 924.86

Explanation:

This question is divided into two

The first is to determine what kind of value from the following

A. Present value with compound interest

B. Future value of an annuity

C. Present value of an annuity

D. Amortization

E. Sinking Fund

The second question is to find the monthly payment

A.986.78

B. 724.94

C. 1003.78

D.872.46

E. 924.86

Solution

1) since the company needs the $35,000 in 3 years, it means the rate to calculate for is the Future Value of an Annuity and this will be used for determining the monthly payment in the second question

2)First, what is the formula for the Future Value of an annuity

= FV=P[((1+r)^n - 1)/ r]

Where

FV= The future value = $35,000

r= rate = 3.4%  per year.

Since, it is compounded monthly, the monthly rate = 3.4%/ 12 = 0.2833%

n = 36 months

and P is the monthly payment required

Therefore,

We solve finding the value of P

= 35000=P[((1.002833)^36 - 1)/ 0.002833]

= 924.86

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3 years ago
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