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Deffense [45]
2 years ago
12

Inflation is 20 percent. Debt is $2 trillion. The nominal deficit is $300 billion. If the expected inflation rate falls from 20

percent to 15 percent, by how much does the real deficit change? Expected inflation does not change the real deficit. The real deficit falls by 15 percent. The real deficit rises by 15 percent. The effects of a change in expected inflation cannot be quantified.
Business
1 answer:
romanna [79]2 years ago
4 0

Answer:

Option A is correct ( Expected inflation does not change the real deficit)

Explanation:

Real deficits are real variable and it is not affected by the change in inflation rate, because inflation is nominal variable. So, nominal value of deficits can be affected, but real value of deficits will remain same.

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Assume that Amazon has a stock-option plan for top management. Each stock option represents the right to purchase a share of Ama
Kryger [21]

Explanation:

The Journal entry is given below:-

1 January 2020             No Entry

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(Being the compensation expense stock-option plan is recorded)

Working Note:-

Compensation Expense

= $7 × 4,700 ÷ 5

= $7 × 940

= $6,580

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2 years ago
Will and Bill both enjoy sunshine, water, and surfboards. Thus, the two friends decided to create a business together renting su
geniusboy [140]

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E. general partnership

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4 0
3 years ago
Jane works in the maintenance department, which supports the production department and the research department. Jane's wages are
valina [46]
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Explanation:

Jane here works only in the Maintenance department. The work that he does supports both Production as well as Research. We can calculate the expenses, only by associating the department of the employee.

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3 0
3 years ago
The following is the sales budget for Coore, Inc., for the first quarter of 2019. January February March Sales budget $168,000 $
nekit [7.7K]

Answer:

a. Sales for November = $192,666.67

b. Sales for December = $390,500

c. Cash collections for:

January = $216,200

February = $213,075

March = $191,750

Explanation:

First consider the following information:

Credit sales are collected as follows:

65% in the month of the sale

20% in the month after the sale

15% in the second month after the sale

a. To calculate sales for November, note that the account receivable balance at the end of the previous quarter is from the sales of the previous two months (November and December), of these sales, we are told that $78,100 is from December sales, therefore to calculate the amount from November sales = 107,000 - 78,100 = $28,900.

Next, we are told that the 15% of sales are collected is the second month following sales, and January is the second month following the November sales from the previous quarter, therefore, the $28,900 from the previous November sales is 15% of the original sales, and the original sale is calculated thus:

Let sale for November be N

15% of N = 28,900

15/100 × N = 28,900

0.15N = 28,900

∴ N = 28,900 ÷ 0.15 = $192,666.67 ( to 2 decimal places)

b. The $78,100 which was uncollected December sales is 20% of the original sales, since December is the one month away from the beginning of the new quarter, and 20% of sales is collected in the month following sales. Therefore December sales is calculated as follows:

Let December sales be D

20% of D = 78,100

0.20 × D = 78,100

∴ D = 78,100 ÷ 0.20 = $390,500

c.

i. Cash collections in January

from previous quarter = $107,000

from January's sales = 65% of January sales

= 0.65 × 168,000 = 109,200

Total cash collection in January = $216,200

ii. cash collections in February:

From December sales = 15% of December sales ( Fabruary is 2 months following December sales)

= 0.15 × 390,500 = $58,575

from January's sales = 20% of January sales (February is the month following January's sales)

= 0.20 × 168,000 = $33,600

from February's sale = 65% of February's sales

= 0.65 × 186,000 = $120,900

Total cash collections in February = 58,575 + 33,600 + 120,900 = $213,075

iii. Cash collections in March

From January's sale = 15% of January's sales

= 0.15 × 168,000 = $25,200

from February's sale = 20% of February's sale

= 0.20 × 186,000 = $37,200

From March's sale = 65% of March's sale

= 0.65 × 199,000 = $129,350

∴ Total cash collections for March = 25,200 + 37,200 + 129,350 = $191,750

7 0
2 years ago
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