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const2013 [10]
2 years ago
11

A friend of yours is considering two cell phone service providers. Provider A charges $120 per month for the service regardless

of the number of phone calls made. Provider B does not have a fixed service fee but instead charges $1 per minute for calls. Your friend's monthly demand for minutes of calling is given by the equation QD=150−50PQD=150−50P , where PP is the price of a minute.a. With each providers, what is the cost to your friend of an extra minute on the phone?b. In light of your answer to (a), how many minutes would your friend talk on the phone with each provider?c. How much would he end up paying each provider every month?d. How much consumer surplus would he obtain with each provider? (Hint: Graph the demand curve and recall the formula for the area of a triangle.)e. Which provider would you recommend that your friend choose? Why?

Business
1 answer:
erma4kov [3.2K]2 years ago
7 0

Answer / Explanation:

To properly answer this question, we will first define some key terms which includes:

Surplus: This can be refereed to as an amount exceeding a particular requirement after it has been met.

Demand: This can be refereed to as the quantity of goods and serves a consumer or an individual is willing and pay for per time.

Now that we understand the basic concept above, we now refer back to the narrative of the question to try and answer t hem.

(a) With Provider A, the cost of an extra minute is $0. With Provider B, the cost of an extra minute is $1.

(b) With Provider A, my friend will purchase 150 minutes [= 150 – (50)(0)]. With Provider B, my friend would purchase 100 minutes [= 150 – (50)(1)].

(c) With Provider A, she would pay $120. With Provider B, he would pay $100.

(d) The figure below shows the friend’s demand. With Provider A, she buys 150 minutes and her consumer surplus is equal to (1/2)(3)(150) – 120 = 105. With Provider B, her consumer surplus is equal to (1/2)(2)(100) = 100

(e) I would recommend Provider A because she receives greater consumer surplus when buying from that provider.

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Alpha Company has riskless debt, a debt-equity ratio of .46, a tax rate of 35 percent, and an unlevered firm beta of 1.23. What
Colt1911 [192]

Answer:

Equity Beta= 2,529

Explanation:

The risk of investing in a particular stock is measured with a metric referred to as equity beta. Equity Beta measures the volatility of the stock to the market, how sensitive is the stock price to a change in the overall market. It compares the volatility associated with the change in prices of a security. It changes with the capital structure of the company which includes the debt portion.

There are 3 methods to calculate Equity Beta:

1- Using the CAPM Model

2- Using Slope Tool

3- Using Unlevered Beta

In this exercise, we have the information to use the third method.

Equity Beta Formula = Unlevered Beta [ 1 + (D/E)( 1-Tax )]

Unlevered Beta= 1,23

D/E= 0,46

Tax rate= 0,35

Equity Beta = 1,23 + (1+0,46*0,65)

Equity Beta= 2,529

8 0
2 years ago
Wynn, Inc. manufactures beanies. The budgeted units to be produced and sold are below: Expected Production Expected Sales August
lora16 [44]

Answer:

Hence, the budgeted cost of purchases is 12,474 yards

Explanation:

To compute the budgeted cost of purchase, we need to require to do calculations which are shown below:

1. First, we have to compute the purchase amount

= Required production in august + ending inventory - beginning inventory

where,

required production equals to

= expected production × number of yards

= 3,500 units × 18

= 63,000 yards

The ending inventory is 5% of next month production which equals to

= September expected production × number of yarns × rate

= 2,800 units × 18 yards × 5%

= 2,520 yards

And, the beginning inventory is 3,150 yards

Now put these values to the above formula

So, the purchase amount would be equal to

= 63,000 + 2,520 - 3,150

= 62,370 yards

And the cost of a yard is $0.20

So, the budgeted cost of purchase equals to

= Purchase amount × cost of yard

=  62,370 × $0.20

= 12,474 yards

Hence, the budgeted cost of purchases is 12,474 yards

7 0
2 years ago
Jessica from the legal team needs to make a presentation on intellectual property rights. She is making this presentation for co
ioda

Answer:

Jessica should utilize the advice offered by Alison to edit her presentation slides, removing unnecessary details.

Explanation:

Editing the presentation will enable Jessica to get rid of unnecessary and unwanted stuff.  It will also ensure that the presentation is error-free and achieves grammatical accuracy.  Presentation slides should not be detailed since the required details are usually given during the proper presentation.

3 0
2 years ago
Three years ago, the U.S. dollar/euro exchange was 1.32 USD/EUR. Over the last three years, the price level in the United States
jeyben [28]

Answer:

A. increased, and Eurozone goods are now more expensive to U.S. customers

Explanation:

The exchange rate represents a link between domestic prices and foreign prices, so Three years ago, Price in the Eurozone was:

P1 (US)= 1.32 USD / EUR * P1 (Eurozone)

Now, after three years of inflation, the new prices are

P2 (US)= 1.18* P1 (US)

P2 (EUROZONE) = 1.12 *P1 (EUROZONE)

So, if we replace in the equation =

P2 (US)/1.18 = 1.32 * P2 ( EUROZONE)/1.12

P2 (US) = (1.32 * 1.18)/1.12 *P2 (EUROZONE)

P2 (US) = 1.39 P2 (EUROZONE)

As we can see, the teorical exchange rate should be 1.39 but we have a REAL exchange rate of 1.4, which is greater, the prices are now more expensive to US customers

6 0
2 years ago
The before-tax income for Lonnie Holdiman Co. for 2020 was $101,000 and $77,400 for 2021. However, the accountant noted that the
lozanna [386]

Answer:

Lonnie Holdiman Co.

A Schedule showing the determination of the corrected income before taxes for 2020 and 2021:

                                                                             2020         2021

Before-tax income                                           $101,000    $77,400

1. Excess Sales revenue                                    (38,200)    38,200

2. December 31, 2020 Inventory understated   8,640      (8,640)

3. Amortized bonds discount not expensed      (1,776)       (1,901)

4. Equipment repairs not expensed                  (8,500)     (9,400)

5. Overstated depreciation from capitalized

   Equipment repairs                                             850           940

Corrected income before taxes                    $62,014   $96,599

Explanation:

a) Data and Calculations:

Before-tax income for 2020 = $101,000

Before-tax income for 2021 = $77,400

1. 2020 Sales Revenue $38,200; 2021 Sales Revenue $38,200

2. 2020 Understated inventory $8,640; 2021 Understated inventory $8,640

3. 2020 Unstated bonds interest expense $1,776

2021 Unstated bonds interest expense $1,901

4. 2020 Unstated equipment repairs $8,500 Overstated Equipment account $8,500

2021 Unstated equipment repairs $9,400 Overstated Equipment account $9,400

2020 Overstated Depreciation expense $850

2021 Overstated Depreciation expense $940.

Bonds Calculations:

Bonds outstanding value:

Bond's face value =        $250,000

Discount =                            15,000

Proceeds from bonds = $235,000

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,450 ($235,000 * 7%)

Amortized discount = $1,450

December 31, 2017:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,450 ($235,000 * 7%)

Amortized discount =          $1,450 ($16,450 - $15,000)

Outstanding value = $236,450 ($235,000 + 1,450)

December 31, 2018:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,552 ($236,450 * 7%)

Amortized discount =          $1,552 ($16,552 - $15,000)

Outstanding value = $238,002 ($236,450 + 1,552)

December 31, 2019:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,660 ($238,002 * 7%)

Amortized discount =          $1,660 ($16,660 - $15,000)

Outstanding value = $239,662 ($238,002 + 1,660)

December 31, 2020:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,776 ($239,662 * 7%)

Amortized discount =          $1,776 ($16,776 - $15,000)

Outstanding value = $241,438 ($239,662 + 1,776)

December 31, 2021:

Bonds coupon payment = $15,000 ($250,000 * 6%)

Bonds Interest expense = $16,901 ($241,438 * 7%)

Amortized discount =           $1,901 ($16,901 - $15,000)

Outstanding value = $243,339 ($241,438 + 1,901)

Depreciation on Capitalized Equipment Repairs:  

Excess depreciation expense:

2020 = $850 ($8,500 * 10%)

2021 = $940 ($9,400 * 10%)          

6 0
2 years ago
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