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Bad White [126]
4 years ago
10

Ring Technology has a capital budget of $850,000, it wants to maintain a target capital structure of 35% debt and 65% equity, an

d it also wants to pay a dividend of $400,000. If the company follows the residual dividend model, how much net income must it earn to meet its capital budgeting requirements and pay the dividend, all while keeping its capital structure in balance?
a. $ 904,875
b. $ 952,500
c. $1,000,125
d. $1,050,131
e. $1,102,638
Business
1 answer:
Bad White [126]4 years ago
3 0

Answer:

b. $ 952,500

Explanation:

The computation of the amount of the net income for earning to meet out the requirement is shown below:

Dividend = Net income - Target Equity ratio × Total capital budget

$400,000 = Net income - 0.65 × $850,000

$400,000 = Net income - $552,500

So, the net income is

= $400,000 + $552,500

= $952,500

Hence the Net income is $952,500

Therefore the correct option is b. $952,500

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The lower the user's switching costs:
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more intense the competitive pressures posed by substitute products.

Explanation:

The lower the user's switching costs: the more intense the competitive pressures posed by substitute products.

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Therefore when such switching costs are low, it will be easier to switch from one product to another, implying that the competitive pressure from substitute goods are higher.

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Evans Ltd. publishes a monthly newsletter for retail marketing managers and requires its subscribers to pay $60 in advance for a
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Answer and Explanation:

According to the scenario, computation of the given data are as follow:-

Total Sales = No. of Subscription Sold × Advance Price of Subscription

= 500 × $60 = $30,000

August Month Received Amount = (No. of Subscriber × Paid Amount) ÷ (1÷12 )

=(350×$60)÷1÷12

= $21,000 ÷ 12

= $1,750

Balance Sheet

Particular     Assets($)   Liabilities($)    Stockholder Equity($)   Income($)

Cash        36,000    

Unearned revenue      36,000  

Earned revenue       -1,800                                              -1,800

Total        36,000      34,200                                             -1,800

Income Statement

Income            Amount ($)                 Expense ($)      Amount ($)

Earned Revenue -1,800  

3 0
3 years ago
A father and mother are planning a savings program to put their daughter through college. Their daughter is now 8 years old. She
Anna71 [15]

Answer:

$4,102.57

Explanation:

we must first calculate the future costs of college:

cost of college year 1 = $16,200 x (1 + 2%)¹⁰ = $19,747.71

cost of college year 2 = $19,747.71 x 1.02 = $20,142.66

cost of college year 3 = $20,142.66 x 1.02 = $20,545.51

cost of college year 4 = $20,545.51 x 1.02 = $20,956.42

in order to determine how much money does the family need to have before college starts we must discount the cost of college by 7.5%:

PV cost of college year 1 = $19,747.71

PV cost of college year 2 = 20,142.66 / 1.075 = $18,737.36

PV cost of college year 3 = $20,545.51  / 1.075² = $17,778.70

PV cost of college year 4 = $20,956.42  / 1.075³ = $16,869.09

total = $73,132.86

the future value of the grandmother's deposits:

$13,000 x (1 + 7.5%)¹⁴ = $35,781.77

$2,900 x (1 + 7.5%)¹² = $6,907.16

total = $42,688.93

that means that you will need to save $73,132.86 - $42,688.93 = $30,443.93 by the time your child turns 18

you will make 4 deposits and their future value will be:

deposit x 1.075¹⁰ = 2.0610D

deposit x 1.075⁹ = 1.9172D

deposit x 1.075⁸ = 1.7835D

deposit x 1.075⁷ = 1.6590D

total = 7.4207D

yearly deposit = $30,443.93 / 7.4207 = $4,102.57

4 0
3 years ago
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