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Sever21 [200]
3 years ago
13

The demand and supply functions for basic cable TV in the local market are given as: Calculate the consumer and producer surplus

in this market. If the government implements a price ceiling of $15 on the price of basic cable service, calculate the new levels of consumer and producer surplus. Are all consumers better off
Business
1 answer:
lana [24]3 years ago
7 0

Answer: Hello your question is poorly written attached below is the complete question

answer:

a) Cs = 800,000 ,  Ps = 1,500,000

b) Cs = 1437500,  Ps = 525,000

Explanation:

Demand function ( Qd ) = 200,000 - 4000 P

supply function ( Qs ) = 20,000 + 2000 P

at equilibrium :  200,000 - 4000P = 20,000 + 2000P

therefore ; P = 180,000 / 6000 = 30

Q = 20,000 + 2000 ( 30 ) = 80,000

<u>a) Determine consumer and producer surplus in the market</u>

consumer surplus ( Cs ) This is the area above the price and below the demand curve  = 1/2 * ( 50 - 30 ) 80,000 = 800,000

producer surplus ( Ps ) This is the area above supply and below price

= 30 * ( 80,000 ) -  1/2 (80,000 - 20,000 ) (30)

= 1,500,000

<u>b) Determine the new levels of consumer and producer surplus with a price ceiling of $15 </u>

Pc (ceiling price ) = $15

Qd = 200,000 - 4000 ( 15 )  = 140,000

Qs = 20,000 + 2000 ( 15 ) = 50,000

∴ New consumer surplus = area ( a , Pc, b, d )

= ( 30 - 15 ) (50,000) + 1/2(50-30) (80,000) - 1/2 (80,000 - 50,000 ) (37.5 - 30)

   = 1437500

New producer surplus = area ( Pc , b, e 0 )

= ( 15 ) ( 50000) - 1/2 ( 50,000 - 20,000 ) (15)

= 525,000

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Answer:

1.A

2014 Depreciation

Straight line method $26,667

Units-of-output $34,560

Double declining balance $57,933

2015 Depreciation

Straight line method $26,667

Units-of-output $26,840

Double declining balance $19,311

2016 Depreciation

Straight line method $26,667

Units-of-output $18,600

Double declining balance $6,437

1.B Total Depreciation in 3 years

Straight line method $80,000

Units-of-output $80,000

Double declining balance $83,681

2. Double declining balance yields the highest depreciation expense over the three-year life of an equipment

Explanation:

1.A In computing straight line method, the formula would be:

(cost of equipment - salvage value) / life of equipment

2014

(86,900 - 6,900) / 3 years = 26,667

2015

(86,900 - 6,900) / 3 years = 26,667

2016

(86,900 - 6,900) / 3 years = 26,667

TOTAL DEPRECIATION IN 3 YEAR LIFE OF EQUIPMENT = $80,001 ($26,667 + $26,667 + $26,667)

UNITS-OF-OUTPUT METHOD

Formula: (Cost of equipment - salvage value) / total operating hours of equipment x operating hours used for the year

2014

($86,900 - 6,900) / 20,000 x 8,640

($80,000 / 20,000) x 8,640

$4 per hour x 8,640 = $34,560

2015

$86,900 - 6,900) / 20,000 x 6,710

($80,000 / 20,000) x 6,710

$4 per hour x 6,710 = $26,840

2016

$86,900 - 6,900) / 20,000 x 4,650

($80,000 / 20,000) x 4,650

$4 per hour x 4,650 = $18,600

TOTAL DEPRECIATION IN 3 YEAR LIFE OF EQUIPMENT = $80,000 ($34,560 + $26,840 + $18,600)

DOUBLE DECLINING BALANCE

Formula: 100%/life of equipment x 2

*residual value will not be considered in this method of computation of depreciation expense.

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100% / 3 years x 2 = 66,67%

86,900 x 66.67% = $57,933

2015

100% / 3 years x 2 = 66,67%

$86,900 - $57,933 = $28,967

$28,967 x 66.67% = $19,311

2016

100% / 3 years x 2 = 66,67%

$86,900 - ($57,933 + $19,311) = $9,656

$9,656 x 66.67% = $6,437

TOTAL DEPRECIATION IN 3 YEAR LIFE OF EQUIPMENT = $83,681 ($57,933 + $19,311+ $6,437)

2. The method that yields most depreciation over the three-year life of an equipment is the DOUBLE DECLINING METHOD in a total amount of $83,681

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