Question

In: Accounting

Citrus Girl Company (CGC) purchases quality citrus produce from local growers and sells the produce via...

Citrus Girl Company (CGC) purchases quality citrus produce from local growers and sells the produce via the Internet across the United States. To keep costs down, CGC maintains a warehouse, but no showroom or retail sales outlets. CGC has the following information for the second quarter of the year:

  1. Expected monthly sales for April, May, June, and July are $280,000, $250,000, $370,000, and $150,000, respectively.
  2. Cost of goods sold is 30 percent of expected sales.
  3. CGC’s desired ending inventory is 25 percent of the following month’s cost of goods sold.
  4. Monthly operating expenses are estimated to be:
  • Salaries: $36,000
  • Delivery expense: 5 percent of monthly sales
  • Rent expense on the warehouse: $7,500
  • Utilities: $1,500
  • Insurance: $150
  • Other expenses: $250

Required:

1. Compute the budgeted cost of purchases for each month in the second quarter.

2. Complete the budgeted income statement for each month in the second quarter.

Solutions

Expert Solution

1) budgeted cost of purchases for each month in second quarter
april may june
sale revenue (a) 280000 250000 370000
less: cost of goods sold (a)*30% 84000 75000 111000
add: inventory at the end 18750 27750 11250
less: inventory at the beginning 21000 18750 27750
budgeted cost of purchase 193750 184000 242500
inventory at the end 18750 27750 11250
75000*25% 111000*25% 150000*30%*25%
inventory at the beginning 21000 18750 27750
84000*25% 75000*25% 111000*25%
2) Budgeted income statement for each month of the quarter
april may june
sales revenue 280000 250000 370000
less: cost of goods sold 84000 75000 111000
Gross profit (a) 196000 175000 259000
operating expenses
salaries 36000 36000 36000
delivery expenses @5% 14000 12500 18500
rent expenses on warehouse 7500 7500 7500
utilities 1500 1500 1500
insurance 150 150 150
other expenses 250 250 250
Total operating expenses (b) 59400 57900 63900
net profit (a)-(b) 136600 117100 195100

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