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OLEGan [10]
1 year ago
8

hp ties its printer ink to its printers by embedding a patented printer head in its ink cartridge rather than build it into the

printer. this raises the cost of producing the ink cartridge. if the government passed a law requiring hp ink to be used with hp printers, would this law increase or decrease deadweight loss?
Business
1 answer:
Maru [420]1 year ago
8 0

If the government passed a law requiring HP ink to be used with HP printers, this law would decrease deadweight loss.

Deadweight loss refers to the difference in consumption and production of a service or product including government tax. It refers to the inefficiency of the market when supply and demand are out of equilibrium. Deadweight loss occurs due to ill management in the allocation of resources.

Other interventions such as price floors, price ceilings, taxation, and price controls can also result in deadweight loss. In the given situation, the cost of the production of ink cartridges will rise, but it will not add up to the deadweight loss because demand will also increase.

After the government's law, the demand for ink cartridges and HP printers will also increase, therefore a decrease in deadweight loss.

Learn more about deadweight loss here brainly.com/question/28044373

#SPJ4

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Ben says that "an increase in the tax on beer will raise its price." Holly argues that "taxes should be increased on beer becaus
Grace [21]

Answer:

B. Holly's statement is normative, but Ben's is positive.

Explanation:

Positive statements are based on objective deduction of what is, or was. It is based on facts. Ben's comment "an increase in the tax on beer will raise its price", is an example of positive statement.

Normative statements are subjective and based on individual values and judgement. In her statement Holly appears to be biased against drinking much. She says "taxes should be increased on beer because college students drink too much." Is a normative statement.

7 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
3 years ago
Swifty Corporation acquired 18200 shares of its own common stock at $21 per share on February 5, 2020, and sold 9100 of these sh
dybincka [34]

Answer:

the journal entry to record the purchase of treasury stocks

February 5, 2020

Dr Treasury stocks 382,200

    Cr Cash 382,200

the journal entry to record the sale of 9,100 stocks

August 9, 2021

Dr Cash 254,800

    Cr Treasury stock 191,100

    Cr Additional paid in capital 63,700

7 0
3 years ago
Diana is a customer of Apexoria Bank, which is not a member of the FDIC. She currently has a checking account with $11,000 in it
Stella [2.4K]
<span>The answer is A.$0 Since, the Apexoria Bank is not a member of FDIC, no money of Diana is FDIC protected.</span>
7 0
3 years ago
Read 2 more answers
Claudine Corporation will deposit $5,700 into a money market sinking fund at the end of each year for the next five years. How m
valkas [14]

Answer:

Accumulated amount at the end of the fifth year = $34,112.85

Explanation:

Sinking Fund involves saving an series of equal amount periodically invested at certain rate of interest to accumulate a target amount in the future. The target amount might be for the purpose of financing a specific capital project or loan repayment.

Where an equal deposit is invested the sum accumulated (deposit plus interest earned) at the end of the final period is known as the Future Value (FV) of the sinking fund.

The FV is determined as follows:

FV = A × ((1+r)^(n) -  1)/n)

where FV- future value, A- annual cash flow, r-rate of return, n- number of years.

<em>In this question, we have the details as follows</em>;

FV-?, A-5,700, r- 9%, n- 5

<em>So we can determine the FV;</em>

FV = 5,700 × ((1+0.09)^(5)- 1)/0.09

FV = 5,700 × 5.9847

FV = 34,112.85

Accumulated amount at the end of the fifth year = $34,112.85

8 0
3 years ago
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