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Route Canal Shipping Company has the following schedule for aging of accounts receivable:

b. If the firm had $1,500,000 in credit sales over the four-month period, compute the average collection period. Average daily sales should be based on a 120-day period.

Short Answer

Expert verified

The average collection period will be 30 days.

Step by step solution

01

Information provided in the question

Credit sales = $1,500,000

Accounts receivables = $375,000

02

Calculation of average collection period

The average collection period will be 30 days.

Averagecollectionperiod=AccountsreceivablesCreditsales120=$375,000$1,500,000120=30days

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Most popular questions from this chapter

Antonio Banderos & Scarves make headwear that is very popular in the fall-winter season. Units sold are anticipated as follows:

October

1,250

November

2,250

December

4,500

January

3,500

Total units

11,500

If seasonal production is used, it is assumed that inventory will directly match sales for each month and there will be no inventory build-up.

However, Antonio decides to go with level production to avoid being out of merchandise. He will produce the 11,500 items over four months at a level of 2,875 per month.

a. What is the ending inventory at the end of each month? Compare the units sales to the units produced and keep a running total.

b. If the inventory costs $8 per unit and will be financed at the bank at a cost of 12 percent, what is the monthly financing cost and the total for the four months? (Use 1 percent or the monthly rate.)

Carmen’s Beauty Salon has estimated monthly financing requirements for the next six months as follows:

January

\(8,500

February

\)2,500

March

\(3,500

April

\)8,500

May

\(9,500

June

\)4,500

Short-term financing will be utilized for the next six months.

January

9%

February

10%

March

13%

April

16%

May

12%

June

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Here are the projected annual interest rates:

a. Compute total dollar interest payments for the six months. To convert an annual rate to a monthly rate, divide by 12. Then multiply this value times the monthly balance. To get your answer, add up the monthly interest payments.

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