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noname [10]
2 years ago
6

Given the following demand and supply equations determine the market equilibrium price and quantity. QD=30-3p. As=10-5p. Where Q

is quantity and P is price​
Business
1 answer:
pochemuha2 years ago
4 0

Answer:

Equilibrium price, p = 2.5

Equilibrium Quantity, Q = 22.5

Explanation:

The equation is:

Qd = 30 - 3p

Qs = 10 + 5p

At equilibrium, Quantity demanded equals quantity supplied

Equate Qd = Qs to find equilibrium price

30 - 3p = 10 + 5p

30 - 10 = 5p + 3p

20 = 8p

p = 20/8

P = 2.5

Substitute equilibrium price into Qd and Qs equation to find equilibrium Quantity

Qd = 30 - 3p

= 30 - 3(2.5)

= 30 - 7.5

= 22.5

Qs = 10 + 5p

= 10 + 5(2.5)

= 10 + 12.5

= 22.5

Therefore,

Equilibrium price, p = 2.5

Equilibrium Quantity, Q = 22.5

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In 2016, due to a change in marketing forecasts, Barney Corporation reduced the projected life of its patent for producing round
Effectus [21]

Answer:

(C) Unaffected.

Explanation:

This is a change in estimate. No prior period adjustment is needed.

3 0
3 years ago
Products that consumers a regularly without spending much effort on thinking about them are?
vitfil [10]

Answer: Convenience, Shopping, Speciality and Unsought

Explanation: Next time please be more specific Thanks

8 0
2 years ago
Read 2 more answers
Two projects, A and B, are analyzed using ranking present worth analysis with MARR at i%. It is found that PW(A) . PW(B). If MAR
vivado [14]

Answer: The relationship between A and B project cannot be determined with the information given.

Explanation: The relationship between PW(A) and PW(B) is the correlation between project A and Project B in a portfolio.

This is not possible to be calculated with the information given.

But an expression of calculating this is;

PW is the present value of A and B projects.

MARR is the minimum acceptable rate of return

The calculate the correlation of the two project, divide MARR by the multiple of the two project.

That is;

Correlation = MARR ÷ [PW(A) × PW(B)]

Therefore;

Correlation = i11% ÷ [PW(A) × PW(B)]

This shows that the relationship cannot be determined with the limited Information supplied.

3 0
3 years ago
A company had net income of $252,327. Depreciation expense is $21,821. During the year, Accounts Receivable and Inventory increa
Anettt [7]

Answer: Option (d) is correct.

Explanation:

Given that,

Net Income = $252,327

Depreciation expense = $21,821

Accounts Receivable increased by = $14,346

Inventory increased by  = $33,617

Prepaid Expenses decreased by = $3,079

Accounts Payable decreased by = $4,161

Loss on the sale of equipment = $5,398

Operating Income = Net Income + Depreciation expense - Accounts Receivable - Inventory + Prepaid Expenses - Accounts Payable + Loss on the sale of equipment

= $252,327 + $21,821 - $14,346 -  $33,617 + $3,079 - $4,161 + $5,398

= $230,501

7 0
3 years ago
You are analyzing two companies that manufacture electronic toys – Like Games Inc. and Our Play Inc. Like Games was launched eig
frosja888 [35]

Answer:

A <u>LOW</u> days of sales outstanding represents an efficient credit and collection policy. Between the two companies, <u>Like Games</u> is collecting cash from its customers faster than Our Play, but both companies are collecting their receivables less quickly that the industry average. <u>(5.51 days)</u>

Our Play’s fixed assets turnover ratio is <u>lower</u> than that of Like Games. This could be because Our Play is a relatively new company, so the acquisition cost of its fixed assets is <u>higher</u> than the recorded cost of Like Games’s net fixed assets.

Like Games’s total assets turnover ratio is <u>1.05x</u>, which is <u>lower</u> than the industry’s average total assets turnover ratio. In general, a higher total assets turnover ratio indicates greater efficiency.

Explanation:

DSO

Like Game 365 / (100,000 / 2,700) = 9.855

Our Play    365 / (100,000 / 3,900) = 14.235

Average  365 / (255,000/3,850) = 5.510

Fixed assets turnover:

LG   100,000    /55,000  = 1.82

100,000 / 95,000 ) = 1.052

average 255,000 / 234,600 = 1.087

OP    80,000   /55,000  =   1.45

Avg 255,000 / 216,750 = 1.18

4 0
3 years ago
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