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Ganezh [65]
2 years ago
14

If the marginal product of capital net depreciation equals 8 percent, the rate of growth of population equals 2 percent, and the

rate of labor-augmenting technical progress equals 2 percent, to reach the Golden Rule level of the capital stock, the ____ rate in this economy must be _____.
Business
1 answer:
Sphinxa [80]2 years ago
5 0

Question:                                                                                                                                                                                                                                                                                  

If the marginal product of capital net depreciation equals 8 percent, the rate of growth of population equals 2 percent, and the rate of labor-augmenting technical progress equals 2 percent, to reach the Golden Rule level of the capital stock, the ____ rate in this economy must be _____.      

A) saving; increased  

B) population growth; decreased

C) depreciation; decreased

D) total output growth; decreased

Answer

The correct answer is  A) <u>Saving</u> rate of the economy must be i<u>ncreased</u> in order for the economy to reach the Golden Rule Level of the Capital Stock.

Explanation

Golden Rule Level of the Capital Stock is the level at which

MPK = δ,

Where MPK is Marginal Product; and δ the depreciation rate;

so that the marginal product of capital equals the depreciation rate.

In the Solow growth model, a <em>high saving rate results in a large steady-state capital stock and a high level of steady-state output.</em> A low saving rate results to a small steady state capital stock and a low level of steady-state output. Higher saving leads to faster economic growth only in the short run. An increase in the saving rate raises growth until the economy reaches the new steady state. That is, if the economy retains a high saving rate, it will also maintain a large capital stock and a high level of output, but it will not maintain a high rate of growth forever .  

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The condominium at the beach that you want to buy costs $249,500. You plan to make a cash down payment of 20 percent and finance
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Complete question:

The condominium at the beach that you want to buy costs $249,500. You plan to make a cash down payment of 20 percent and finance the balance over 10 years at 6.75 percent. What will be the amount of your monthly mortgage payment?

a. $2,291.89

b. $2,809.10

c. $3,287.46

d. $3,412.67

e. $4,145.68

Answer:

$2,291.89 will be the amount of your monthly mortgage payment

Solution:

A mortgage interest is considered the principal balance.

Every month you spend a portion of your monthly mortgage payment in order to pay off another principal or mortgages debt and a portion of the monthly payments will be charged into interest on the loan.

249500 x 20%= 49900

Amount financed = 249500-49900 = 199,600

Enter  10×12      6.75/12    199,600                  0

            N               I/Y           PV       PMT     FV

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2 years ago
On January 1, 2018, Brown Co. borrowed cash from First Bank by issuing a $100,000 face value, four-year term note that had an 8
expeople1 [14]

Answer: Please see below

Explanation:  Amortization for the four year period is given as

FOR 2018

Principal Balance = $100,000

cash payment for dec 31st= #30,182

Applied to interest== 8% of 100000= 0.08 x100,000=8000

Applied to Principal = cash payment -interest= 30192-8000= $22, 192

Principal balance at end of period=Principal Balance--applied to Principal

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FOR 2019

Principal Balance = $77,808

cash payment for dec 31st= $30,182

Applied to interest== 8% of 77,808= 0.08 x77,808 =$6225

Applied to Principal = cash payment -interest= 30192-6225= $23,967

Principal balance at end of period=Principal Balance--applied to Principal

= 77,808 - 23,967=$ 53,841

FOR 2020

Principal Balance = $53,841

cash payment for dec 31st= $30,182

Applied to interest== 8% of 53,841= 0.08 x53,841 =$4307

Applied to Principal = cash payment -inbterst= 30192-4307= $25,885

Principal balance at end of period=Principal Balance--applied to Principal

= 53,841- 25,885= $27,956

FOR 2021

Principal Balance = $27,956

cash payment for dec 31st= $30,182

Applied to interest== 8% of 27,956= 0.08 x27,956 =$2236

Applied to Principal = cash payment -interest= 30192-2236= $27,956

Principal balance at end of period=Principal Balance--applied to Principal= 27,956- 27,956=0

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Answer:

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Answer:

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The journal entries are  also shown below; for better understanding

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