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zubka84 [21]
4 years ago
7

Suppose the following transactions occur during the current year:1. Jacques orders 50 bottles of wine from a French distributor

at a price of $30 per bottle. 2. A U.S. company sells 200 textbooks to a Canadian company at $45.00 per textbook. 3. Musashi, a U.S. citizen, pays $1,500 for a laptop he orders from Microell (a U.S. company).Complete the following table by indicating how the combined effects of these transactions will be reflected in the U.S. national accounts for the current year.
Business
1 answer:
denis23 [38]4 years ago
6 0

Answer:

$9,000

Explanation:

Step 1: Calculation of the total amount of each transaction

1. Jacques' bottles of wine = 50 × $30 = $1,500

This is an import since Jacques orders the bottles of wine from a French distributor.

2. A U.S. company textbook sales = 200 × $45 = $9,000

This is an export since a U.S. company sells the textbooks to a Canadian company.

3. Musashi's laptop = $1,500

This a consumption or domestic spending since it is a U.S. citizen that orders the laptop from a U.S. company

Step 2: Calculation of combined effect on the US national accounts this year

We use the following national accounts equation:

GDP = C + I + G + (X - M)  .................................. (1)

Where;

GDP = Gross Domestic Product = ?

C = Consumption or domestic spending = $1,500

I = Investment = 0

G = Government expenditure = 0

X = Exports - $9,000

M = Imports - $1,500

(X - M) = Net Exports = $9,000 - $1,500 = $7,500

Substituting the values into equation (1), we have:

GDP = $1,500 + 0 + 0 + $7,500 = $9,000.

Therefore, the combined effect of these transactions on the US national accounts for the current year is a contribution of $9,000 to the GDP.

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Answer: a. 2. in a fractional-reserve banking system, each dollar of reserves can support more than one dollar of deposits, thereby increasing the money supply by more than $1.

3. reserves = deposits.

b. $900.

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c. 4. 1/(desired reserve-deposit ratio).

d. 2. increase reserve requirements.

Explanation:

a. In fractional-reserve banking system, $1 of deposits can be used to create more than $1 in money supply as the money is continuously deposited into other bank accounts. This enables the money to keep increasing until it theoretically reaches a certain amount determined by the money Multiplier.

If the money Multiplier is equal to 1 which is a very rare occasion, this means that the amount required in reserves is equal to the deposits. $1 of deposits will yield a $1 in money supply increase.

b. The desired reserve-deposit ratio is 0.1. For every $1, 0.1 goes to reserves.

If bank reserves have increased by $10 then that means that deposits are,

0.1x = 10

x = $100

Deposits not in reserve are,

= 0.9 * 100

= $90

The money Multiplier can be calculated with the formula,

= 1/(desired reserve-deposit ratio)

= 1/0.1

= 10

Increase in money supply is therefore,

= $90 * 10

= $900

c. As earlier mentioned, option D is the general rule for calculating the money Multiplier.

= 1/(desired reserve-deposit ratio)

d. If the Fed increases the reserve requirement, the effect would be a reduction in the money supply because the denominator is now higher.

For instance, reserve requirement of 0.1 vs 0.2.

At 0.1, the money supply would be,

= 1/0.1

= 10

At 0.2, the money supply would be,

= 1/0.2

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The higher the reserve requirement, the lower the Multiplier.

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You have just made your first $5,900 contribution to your retirement account. Assume you earn a return of 11 percent per year an
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Answer:

A. The future value of $5,900 invested over 36 years will be $252,626.70

B. The Present Value of $5,900 un-invested until after 10 years, would have depleted the Value to $2,077.89

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Explanation:

A. Using Future Value computation which states that

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Based on Question

FV = $5,900 x (1 + 11%)^36 years

= $252,626.70

B. If the contribution is delayed by 10 years,

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PV = $5,900 discounted with the interest rate as at Year 10.

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For not investing the $5,900 now, the value would have depleted to $2,077 by the 10th year

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