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Kaylis
1 month ago
12

Blue Fin started the current year with assets of $709,000, liabilities of $354,500 and common stock of $209,000. During the curr

ent year, assets increased by $409,000, liabilities decreased by $54,500 and common stock increased by $284,000. There was no payment of dividends to owners during the year. Use the information above to answer the following question. What was the amount of Blue Fin's net income for the year?
Business
1 answer:
Free_Kalibri [3.7K]1 month ago
5 0
The net income for the year amounts to $179,500. Based on the information provided, we begin with assets of $709,000, liabilities of $354,500, and common stock totaling $209,000. To compute retained earnings at the beginning, the equation Assets = Liabilities + Stockholder's Equity gives: $709,000 = $354,500 + $209,000 + Retained Earnings. Solving yields retained earnings of $145,500. For the current year, total assets increase to $1,118,000, with a decrease in liabilities to $300,000 and an increase in common stock to $493,000. Thus, ending retained earnings are calculated as $1,118,000 - $300,000 - $493,000 = $325,000. The increase in retained earnings indicates that the net income for this year is $179,500.
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Explanation:

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El producto Y se puede vender en el punto de desglose por ingresos anuales totales de $50,000, o se puede procesar más a un costo anual total de $16,000 y después venderlo por $68,000.

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A store offers two payment plans. Under the installment plan, you pay 25% down and 25% of the purchase price in each of the next
Katen [3525]

Answer:

a-1) Present value of the installment option is $93.08.

      Present value for immediate bill payment is $90.

a2) Opting to pay the bill immediately is the preferable choice.

b-1) Present value of the installment option amounts to $88.65.

b-2) In this scenario, paying in installments is the better option.

Explanation:

a-1) To determine the present value of the installment plan, the payments occur as follows: $25 immediately, followed by $25 at the end of each of the next 3 years. This setup constitutes an annuity due, and the present value can be calculated as follows:

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                                          = PMT*\frac{[1-(1+i)^-^n]}{i}

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b-2) In this instance, paying via installments is better as it is less expensive at $88.65 compared to the immediate payment's present value at $90.

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