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CaHeK987 [17]
3 years ago
11

Sweet Company’s outstanding stock consists of 1,000 shares of noncumulative 5% preferred stock with a $100 par value and 10,000

shares of common stock with a $10 par value. During the first three years of operation, the corporation declared and paid the following total cash dividends.
Dividend Declared
year 1 $ 2,000
year 2 $ 6,000
year 3 $ 32,000

The total amount of dividends paid to preferred and common shareholders over the three-year period is:

Multiple Choice

A. $15,000 preferred; $25,000 common.
B. $11,000 preferred; $29,000 common.
C. $5,000 preferred; $35,000 common.
D. $12,000 preferred; $28,000 common.
E. $10,000 preferred; $30,000 common.
Business
1 answer:
avanturin [10]3 years ago
5 0

Answer:

Option (D) is correct.

Explanation:

Preferred dividend per year:

= (Outstanding preferred stock × Par value of preferred stock ) × 5% preferred stock

= (1,000 × $100) × 5%

= ($100,000) × 5%

= $5,000

Any balance left over would be paid to common stockholders.

Year 1:

Paid to preferred stockholders = $2,000

Paid to common stockholders = 0

Year 2:

Paid to preferred stockholders = $5,000

Paid to common stockholders = ($6,000 - $5,000)

                                                  = $1,000

Year 3:

Paid to preferred stockholders = $5,000

Paid to common stockholders = ($32,000 - $5,000)

                                                  = $27,000

Therefore,

Total amount of dividends paid to preferred Shareholders:

= Year 1 + Year 2 + Year 3

= $2,000 + $5,000 + $5,000

= $12,000

Total amount of dividends paid to common Shareholders:

= Year 1 + Year 2 + Year 3

= $0 + $1,000 + $27,000

= $28,000

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Murray is planning a project that will cost $22,000. The annual cash inflow, net of income taxes, will be $5,000 a year for 7 ye
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Answer:

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Explanation:

For computing the present value of this project, we have to multiply the yearly  cash inflows with their present values which is shown below

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Present value = Year 1 cash inflows × present value factor of year 1 + Year 2 cash inflows × present value factor of year 2 + Year 3 cash inflows × present value factor of year 3 + Year 4 cash inflows × present value factor of year 4 + Year 5 cash inflows × present value factor of year 5 + Year 6 cash inflows × present value factor of year 6 + Year 7 cash inflows × present value factor of year 7

= $5,000 × 0.893 + $5,000 × 0.797 + $5,000 × 0.712 + $5,000 × 0.636 + $5,000 × 0.567 + $5,000 × 0.507 + $5,000 × 0.452

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