In: Accounting
A buyer for a children’s department plans to purchase $60,000 (retail) worth of sweaters. She will operate with a 58% markup. Her first purchase is for 1200 winter coats costing $16.00 each that she plans to retail for $36 each. What percent markup must be obtained on the balance of winter costs in order to average a 58% markup.
| 26.47 % markup to be obtained for maintenance of 58% markup on balance of winter costs |
| Workings: |
|
Total Purchase = $60,000 |
| First purchase = 1200 coats * $16 each |
| =$19,200 |
| Second Purchase = Total Purchase - First Purchase |
| = $60,000 -$19,200 |
| =$40,800 |
| Sales Revenue From First Purchase Unit = Selling Price Per Unit In First Purchase Unit X Number Of Sweaters |
| =1,200 unit * $36 |
| =$43,200 |
| Total Markup Required = 58% On Cost |
| =$60,000 * 58% |
| =$34,800 |
| Total Sales Value = Total Purchase + Total Markup Required |
| = $60,000 + $34,800 |
| =$94,800 |
| Sales Revenue Required On Second Purchase = Total Sales Value - Sales Revenue From First Purchase Unit |
| =$94,800 - $43,200 |
| =$51,600 |
| Markup In Second Purchase = Sales Revenue Required On Second Purchase - Second Purchase |
| =$51,600 - $40,800 |
| =$10,800 |
| Mark Up Percentage In Second Purchase = Markup In Second Purchase/Second Purchase |
| =$10,800 / $40,800 |
| =26.47% |