Rocky Volcano Chocolate operates two stores, one in Edmonton and another in St. John’s. The following income statements were prepared for the most recent year: Edmonton St. John’s Net sales $3,780,000 $960,000 Variable costs: Cost of goods sold 1,512,000 528,000 Sales commission 189,000 48,000 Utilities 17,200 15,300 Contribution margin $2,061,800 $368,700 Fixed costs: Annual building lease 84,000 39,000 Salaries 380,000 180,000 Allocated corporate overhead 750,000 250,000 Amortization of store equipment & leasehold improvements 60,000 30,000 Operating income (loss) $787,800 $(130,300) The store equipment and leasehold improvements have no market value. The building leases can be cancelled without penalty. Required: Calculate the dollar value of sales required for each store to break-even assuming that all of the fixed costs are to be covered? Should management close the St. John’s store? Assume that corporate overhead would be reduced by $100,000 if the St. John’s store is closed.
Question 8.2
Rocky Volcano Chocolate operates two stores, one in Edmonton and another in St. John’s. The following income statements were prepared for the most recent year:
|
Edmonton |
St. John’s |
Net sales |
$3,780,000 |
$960,000 |
Variable costs: |
|
|
Cost of goods sold |
1,512,000 |
528,000 |
Sales commission |
189,000 |
48,000 |
Utilities |
17,200 |
15,300 |
Contribution margin |
$2,061,800 |
$368,700 |
Fixed costs: |
|
|
Annual building lease |
84,000 |
39,000 |
Salaries |
380,000 |
180,000 |
Allocated corporate |
750,000 |
250,000 |
Amortization of store equipment & leasehold improvements |
60,000 |
30,000 |
Operating income (loss) |
$787,800 |
$(130,300) |
The store equipment and leasehold improvements have no market value. The building leases can be cancelled without penalty.
Required:
- Calculate the dollar value of sales required for each store to break-even assuming that all of the fixed costs are to be covered?
- Should management close the St. John’s store? Assume that corporate overhead would be reduced by $100,000 if the St. John’s store is closed.
Step by step
Solved in 4 steps with 4 images