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IrinaK [193]
3 years ago
8

Suppose the government sets an effective price floor (that is, a price above equilibrium) in the market for oranges and agrees t

o buy all oranges that go unsold at that price. The oranges purchased by the government are discarded. Illustrate the number of oranges purchased by the government. Illustrate the gains and losses to all relevant groups of Americans and the dead weight loss.
Business
1 answer:
777dan777 [17]3 years ago
7 0

Answer:

If the market floor is over demand, there is a surplus supply at that point. As a result , the number for oranges bought by the state would be Q1Q2 across the table.

Benefit is to the growers growing oranges as they've been having a better price and the cost is to the customers and community at large as it increases in deadweight losses. The triangular region in the graph reflects a moral hazard, DWL.

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Can someone pelase help me????
kozerog [31]

#7. A. and C

#8 B

9. C

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8 0
3 years ago
The following amounts were taken from the financial statements of Plant Company: 2012 2011 Total assets $800,000 $1,000,000 Net
adelina 88 [10]

Answer:

the price earning ratio is 27 times

Explanation:

The computation of the price earning ratio is given below;

as we know that

price earning ratio

= Market price ÷ earning per share

= $67.50 ÷ ($150,000 ÷ 60,000 shares)

= $67.50 ÷ 2.5

= 27 times

hence, the price earning ratio is 27 times

Therefore the same should be considered

4 0
3 years ago
Briyana has $150, and she needs to save at least $560 for a spring break trip. if she can save $45 per week, how long will it ta
miv72 [106K]
Answer is 9.11 weeks
( or rounded up to 10 weeks depending on the instructions. 9 will be short of her goal, 10 will be over her goal)

Step by step

We can use y intercept to find this

y = mx + b

We know y = $560 needed

We know the rate (m) is $45 per week

We know her starting point (b) is $150

$560 = $45x + $150

Subtract 150 from both sides to isolate variable x

$560 - 150 = $45x + 150 - 150

$410 = $45x

Now divide both sides by 45 to solve for x

$410/45 = 45/45 x

X = 9.11 weeks
5 0
1 year ago
Read 2 more answers
For each of the following independent transactions, calculate the recognized gain or loss to the seller and the adjusted basis t
Illusion [34]

Answer:

(a) Gain or loss to the seller:

= Adjusted basis - Fair market value

= $17,000 - $12,000

= $5,000 (Loss)

No loss will be recognized since the B and P are brothers. As per section 267, such loss is disallowed.

Hence, Loss of $5,000 will not be recognized.

Fair market value is considered as adjusted basis to buyer. Hence, the adjusted basis for the buyer is $12,000.

(b)

Gain or loss to the seller:

= Adjusted basis - Fair market value

= $85,000 - $70,000

= $15,000 (Loss)

Transaction a and b are not related party as per section 267.

Fair market value is considered as adjusted basis to buyer. Hence, the adjusted basis for the buyer is $70,000.

(c)

Gain or loss to the seller:

= Adjusted basis - Fair market value

= $20,000 - $19,000

= $1,000 (Loss)

Recognized loss to seller = $0, since s owns whole stock of corporation.

Fair market value is considered as adjusted basis to buyer. Hence, the adjusted basis for the buyer is $19,000.

(d)

Gain or loss to the seller:

= Adjusted basis - Fair market value

= $20,000 - $18,500

= $1,500 (Loss)

Recognized loss to seller = $1,500, since R and A are not related party as per section 267.

Fair market value is considered as adjusted basis to buyer. Hence, the adjusted basis for the buyer is $18,500.

(e) Gain or loss to the seller:

= Adjusted basis - Fair market value

= $175,000 - $220,000

= $45,000 (Gain)

Recognized loss to seller:

= $175,000 ÷ 2

= $87,500, since M and K both are related parties as per section 267.

Purchase price of interest is considered as adjusted basis to buyer. Hence, the adjusted basis to buyer is $220,000.

5 0
3 years ago
the most direct way for Jonathon to gain on the job experience and earn money while attending school is to apply for
Sindrei [870]

Answer:

a job

Explanation:

to earn money and gain job experience while at school is to get a job that is related to what you are studying

3 0
3 years ago
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