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svp [43]
4 years ago
9

. Cumberland Industries' most recent sales were $455,000,000; operating costs (excluding depreciation) were equal to 85% of sale

s; net fixed assets were $67,000,000; depreciation amounted to 10% of net fixed assets; interest expenses were $8,550,000; the state-plus-federal corporate tax rate was 40% and Cumberland paid 25% of its net income out in dividends. Given this information, construct Cumberland's income statement. Also calculate total dividends and the addition to retained earnings.

Business
1 answer:
Ksju [112]4 years ago
7 0

Answer:

The total dividends and the addition to retained earnings is $7,950,000 and $2,3850,000 respectively.

Explanation:

Income statement : It is a statement which shows an income after deducting all expenses, taxes, interest and depreciation.

where,

Operating costs = 85% of sales

                           = 85% × $455,000,000

                          = $386,750,000

Depreciation = 10% of net fixed assets

                      = 10% × $67,000,000

                      = $6,700,000.00

Tax rate is applied on remaining balance

And,

EBITDA = Earning before interest, tax, depreciation and amortization

EBIT = Earning before interest and tax

EBT = Earning Before tax

Kindly find the attachment sheet in which the income statement is constructed.

The dividend is = 25 % of net income

                          = 25% × $31,800,000

                          = $7,950,000

Retained earning = Net income - dividend

                             = 31,800,000 - $7,950,000

                             = $2,3850,000

Hence, the total dividends and the addition to retained earnings is $7,950,000 and $2,3850,000 respectively.

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Answer:

17.67%

Explanation:

Solution

Given that:

The Loan amount in USD = $1,000,000

The Loan is denominated in Mexican pesos.

The rate of exchange at the time of loan = 5.75 pesos per USD

Thus,

The Loan amount in Mexican pesos = 1000000 * 5.75 = 5,750,000 Mexican pesos

The Loan carries interest rate = 6.5%

Now,

The Loan duration = 2 years = 4 semiannual periods

The Loan to be repaid in Mexican pesos in 4 equal semiannual installments

So,

To get semiannual installments we will apply PMT function of excel:

Which is,

PMT (rate, nper, pv, fv, type)  = PMT(6.5%/2, 4, -5750000, 0, 0)

= 1556164.09 Mexican pesos

Thus,

The exchange rate dropped to 5.10 pesos per USD before  the first semiannual payment is due and  stays so till the end of loan period.

Then,

The Semiannual installment in USD = 1556164.09 / 5.10 = $305,130.2137

To get nominal semiannual rate (for USD amounts) we will use RATE function of excel:

The RATE(nper, pmt, pv, fv, type)

= RATE (4, 305130.2137, -1000000, 0,0)

= 8.477%

Effective annual rate = (1 + 8.477%) 2 - 1 = 17.67%

Therefore, the effective annual interest rate will Blenman end up paying on the loan is  17.67%

7 0
3 years ago
A manufacturing company prepays its insurance coverage for a three-year period. The premium for the three years is $4,680 and is
tamaranim1 [39]

Answer:

Product cost=  $1248

Period Cost=  $312

Explanation:

Giving the following information:

The insurance coverage premium for the three years is $4,680.

Eighty percent of the premium applies to manufacturing operations and twenty percent applies to selling and administrative activities.

Total period:

Product cost= 0.80*4680= $3744

Period Cost= 0.20*4680= $936

For the first year:

Product cost= $3744/3= $1248

Period Cost= $936/3= $312

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3 years ago
Rhiannon Corporation has bonds on the market with 17.5 years to maturity, a YTM of 6.4 percent, a par value of $1,000, and a cur
Maslowich

Answer:

6.75%

Explanation:

The calculation of the coupon rate is given below:

Given that

PV = $1,037

FV = $1,000

YTM = 6.4% ÷ 2 = 3.2%

NPER = 17.5 × 2 = 35

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After applying the above formula, the pmt should be $33.77

Annual pmt is

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= $67.55

Now the coupon rate is

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3 years ago
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Answer: A. equal to marginal cost where it intersects the demand curve

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In a pure competition, the market is efficient because it balances demand and supply and gives an equilibrium price that takes both of them into account.

In this market, the price is equal to the marginal revenue of a firm and the profit maximizing level of production is where the marginal revenue intersects the marginal cost.

The efficient level is therefore where price equals marginal cost. The same goes for a natural monopoly. If economic efficiency is to be achieved, the natural monopoly's price must equal the marginal cost at the equilibrium price.

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Examples of fast-moving consumer goods are _____.
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Frozen Prepared Meals

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