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Shalnov [3]
2 years ago
4

A popular performer is scheduled to appear at a major city. The promoter is deciding between two venues, the larger of which cos

ts $20,000 to rent and the smaller of which costs $12,000 to rent. Ticket prices for the smaller venue are $20, but the promoter is unsure what to charge per ticket for the larger venue. If exactly 1000 customers arrive, what percentage change in ticket prices would make the profit at the large venue identical to that of the smaller venue?
Business
1 answer:
Jobisdone [24]2 years ago
4 0

Answer:

40%

Explanation:

Cost to rent smaller venue = $12,000

Price per ticket for smaller venue = $20

Revenue generated for 1000 customers that arrived = 1000× $20 = $20,000

Profit = revenue - cost = $20,000 - $12,000 = $8,000

For the larger venue to realize the same profit as the smaller venue ($8,000), the price per ticket must be $28 so it can generate a revenue of $28,000 (1000×$28) for the 1000 customers that arrived

Cost to rent larger venue = $20,000

Profit = revenue - cost = $28,000 - $20,000 = $8,000

% change in ticket prices = (price per ticket for larger venue - price per ticket for smaller venue)/price per ticket for smaller venue × 100 = ($28 - $20)/$20 × 100 = $8/$20 × 100 = 40%

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Starling Company purchased machinery at the beginning of Year 1 at a cost of $86,100. The machinery has an estimated life of fiv
Alja [10]

Answer:  $10,906

Explanation:

Given that,

Purchased machinery at the beginning of Year 1 = $86,100

machinery has an estimated life of five years,

Estimated residual value = $4,305

Accumulated depreciation = $49,077 at the end of Year 2

Year 3 Depreciation expense:

= \frac{Cost\ of\ machinery - Estimated\ residual\ value - Accumulated\ depreciation}{3}

= \frac{86,100 - 4,305 - 49,077}{3}

= $10,906

5 0
2 years ago
Expert Computers was started in 2018. The company experienced the following accounting events during its first year of operation
Nesterboy [21]

Answer:

The events have been explained below while the Horizontal Statement is attached for Expert Computers as of 2018.

Explanation:

Expert Computers

Horizontal statements model

For the year ending 2018

2. It means that if Expert Computers opt to pay for merchandise inventory within 10 days than they can avail the discount of 2%, otherwise they will be paying net amount in 30 days.

3. A/C Payable Balance = $70,000

Paid 1 Half = $70,000 x 1/2 = $35,000

Discount = $35,000 x 2% = $700

Cash Decrease by = $35,000 - $700 = $34,300

4. It means that if the buyer pays the amount within 20 days of the purchase than Expert Computers will give 1% discount, otherwise full amount needs to be paid within 30 days.

5. This is the cost of goods sold.

6. Account Receivables = $56,900

Discount Allowed = $56,900 x 1% = $569

Cash = $56,900 - $569 = $56,331

8. Since the discount is not availed as payment to vendor made within 30 days. Hence, the remaining amount of current liability will balance out with $35,000.

3 0
2 years ago
Wholesome Burger, Inc. budgeted 25,000 direct labor hours for producing 100,000 units. The standard direct labor rate is $6 per
Ne4ueva [31]

Answer:

See below

Explanation:

Given the above information, we will apply the formula below to compute direct labor rate variance.

Direct labor rate variance =

(SR - AR) × AH

Stanadard (Rate) SR = $6

Actual Hour (AR) = $6.25

Actual Hour (AH) = 30,000

Then,

Direct labor rate variance

= ($6 - $6.25) × 30,000

= -$0.25 × 30,000

= -$7,500

= $30,000 Unfavorable

It is unfavourable because the actual rate is more than the budgeted rate.

8 0
2 years ago
They could increase Marco's motivation by:
AleksandrR [38]

Answer:

B

Explanation:

moneys always good motivation

4 0
1 year ago
On March 11, 20XX, the existing or current (spot) one-year, two-year, three-year, and four-year zero-coupon Treasury security ra
Elan Coil [88]

Answer:

Explanation:

one-year forward rate for year 2:

(1+4.75%)(1+f)=(1+4.95%)^2    

(1+4.75%)(1+f)=1.10145025

(1+F)=1.10145025/1.0475

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f= 5.15%

one-year forward rate for year 3 :

(1+4.95%)^2 (1+f)=(1+5.25%)^3    

(1+4.95%)^2 (1+f)=1.16591345312

(1+f)=1.16591345312 /1.10145025

(1+f)=1.0585

f=5.85%

one-year forward rate for year 4 :

(1+5.25%)^3 (1+f)=(1+5.65%)^4

(1+f)=1.0685

f= 6.85%

4 0
2 years ago
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