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slavikrds [6]
3 years ago
10

The following information was taken from the financial statements of Fox Resources for December 31 of the current fiscal year: C

ommon stock, $20 par value (no change during the year) $5,000,000 Preferred 10% stock, $40 par (no change during the year) 2,000,000 The net income was $600,000, and the declared dividends on the common stock were $125,000 for the current year. The market price of the common stock is $20 per share. Calculate for the common stock: Round ratios and percentages to one decimal place, and monetary amounts to nearest cent. 1. Earnings per share $ 2. Price-earnings ratio 3. Dividends per share $ 4. Dividend yield %
Business
1 answer:
WINSTONCH [101]3 years ago
6 0

Answer:

Fox Resources

Units of common stock in issue = $5,000,000 divided $20 = 250,000 units

A. Earnings per share = Net income (after deducting preferred stock interest) divided by number of outstanding shares in issue

We assume the Net income provided already has deducted interest on preferred stock

= 600,000/250,000

= $2.4

B. Price Earning Ratio

= share price divided by the Earnings per share

= 20/2.4

= 8.33

C. Dividend Per share

= Dividend paid divided by number of common stock issued & outstanding

= $125,000/250,000

= $0.50

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What is the discount yield, bond equivalent yield, and effective annual return on a $3 million commercial paper issue that curre
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Answer:

(a) 6.206%

(b) 6.54%

(c) 6.58%

Explanation:

Given that,

Commercial paper value = $3 million

Currently selling at 97.50 percent of its face value.

Days from maturity = 145

(a) Discount yield:

= \frac{(Face\ value - Current\ price)}{Face\ value}\times\frac{360}{Days\ in\ maturity}

= \frac{(100 - 97.50)}{100}\times\frac{360}{145}

= 0.025 × 2.4827

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(b) Bond equivalent yield:

= \frac{(Face\ value - Current\ price)}{Current\ price}\times\frac{365}{Days\ in\ maturity}

= \frac{(100 - 97.50)}{97.50}\times\frac{365}{145}

= 0.026 × 2.52

= 0.0654 or 6.54%

(c) Effective annual return:

Future value = Present value × (1+r)^{n}

$100 = $97.50 × (1+r)^{\frac{145}{365}}

(\frac{100}{97.50})^{\frac{365}{145}} = 1+r

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6 0
2 years ago
Net requirements for component J are as follows: 60 units in week 2, 40 units in week 3, and 60 units in week 5. If a fixed-peri
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Answer:

100 units

Explanation:

Given the following net requirement for component J:

60 units in week 2

40 units in week 3

60 units in week 5

Lot sizing involves determining the amount or quantity of items which needs to be ordered or produced. There are various lot sizing techniques. However, the fixed period requirements involves choosing a fixed number of period for determining the number of orders of each item to make. The net total number of units is then calculated, this gives the total quantity of planned receipt or requirement.

Hence, the quantity of the first planned receipt will be :

Units in week 3, then units in week 5 (2 - period interval)

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When selling the 100th widget, the firm will always receive A. less marginal revenue on the 100th widget than it received on the 99th widget.

A downward-sloping demand curve simply means that when there's a reduction in the price of a good, the consumers will purchase more of that product.

Based on the information given, when selling the 100th widget, the firm will always receive less marginal revenue on the 100th widget than it received on the 99th widget. The marginal revenue is the increase in revenue based on an additional unit of output that's sold.

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