Question

A buyer plans to purchase $4,000 (retail) of sweaters. Their first purchase is for 50 sweaters...

A buyer plans to purchase $4,000 (retail) of sweaters. Their first purchase is for 50 sweaters costing $15 each that is planned to retail for $40 each. What percent markup must be obtained on the balance of sweater purchased in order to average a 53% markup?

Homework Answers

Answer #1

Total purchase = $4,000

First purchase = 50 sweaters at $15 each

= 50 x 15

= $750

Second purchase = total purchase - first purchase

= 4,000-750

= $3,250

selling price per unit in first purchase unit = $40

Sales revenue from first purchase unit = selling price per unit in first purchase unit x Number of sweaters

= 40 x 50

= $2,000

Total markup required = 53% on cost

= 4,000 x 53%

= $2,120

total sales value = total purchase + Total markup required

= 4,000+2,120

= $6,120

Sales revenue required on second purchase = total sales value - Sales revenue from first purchase unit

= 6,120-2,000

= $4,120

Markup in second purchase = Sales revenue required on second purchase - Second purchase

= 4,120-3,250

= $870

Mark up percentage in second purchase = Markup in second purchase/Second purchase

= 870/3,250

= 26.77% ( rounded to two decimals)

Know the answer?
Your Answer:

Post as a guest

Your Name:

What's your source?

Earn Coins

Coins can be redeemed for fabulous gifts.

Not the answer you're looking for?
Ask your own homework help question
Similar Questions
A buyer plans to purchase jackets at a 58% markup with a retail value of $18,500....
A buyer plans to purchase jackets at a 58% markup with a retail value of $18,500. If the buyer acquires 100 jackets at $54.75 each and retails them at $125 each, what markup percentage must now be obtained on the balance of the purchases in order to achieve the desired markup percentage?
A buyer plans to purchase 120 handbags for a special promotion. The handbags will retail for...
A buyer plans to purchase 120 handbags for a special promotion. The handbags will retail for $39.00 each. She has already placed an order for 82 handbags at $20.00 each. What is the most she can pay for each remaining handbag if she is to achieve the department’s markup goal of 68.0%? The buyer already placed the order for 82 handbags with a cost of $20.00 and a retail price of $39.00. This was the buyer's first issue. Without considering...
A buyer needs 150 blouses to retail at $15 each and 80 shirts to retail at...
A buyer needs 150 blouses to retail at $15 each and 80 shirts to retail at $20 each. She needs to average a 50.5% markup. If she pays $7 for each blouse, how much can she pay for each shirt in order to achieve the planned markup percent?
A buyer plans to purchase 120 handbags for a special promotion. The handbags will retail for...
A buyer plans to purchase 120 handbags for a special promotion. The handbags will retail for $39.00 each. She has already placed an order for 82 handbags at $20.00 each. What is the most she can pay for each remaining handbag if she is to achieve the department’s markup goal of 68.0%?
The shoe buyer plans to promote flip flop sandals at $24.99. The buyer needs to purchase...
The shoe buyer plans to promote flip flop sandals at $24.99. The buyer needs to purchase 10,000 flip flops for the event. 6,000 flip flops have been purchased at a cost of $11.50. The planned markup for the event is 59%. What will be the average cost of the remaining sandals?
The junior tops buyer plans to purchase 100 long sleeve shirts and 200 short sleeve shirts...
The junior tops buyer plans to purchase 100 long sleeve shirts and 200 short sleeve shirts for an upcoming sale. She buys 100 long sleeve shirts at $18.00 cost (each), and the unit retail price she plans to place on these shirts is $38.00. The markup goal for the entire purchase is 52%. If she plans to retail the short sleeve shirts for $25, what is the maximum cost she can pay for each short sleeve shirt so that she...
The junior tops buyer plans to purchase 100 long sleeve shirts and 200 short sleeve shirts...
The junior tops buyer plans to purchase 100 long sleeve shirts and 200 short sleeve shirts for an upcoming sale. She buys 100 long sleeve shirts at $18.00 cost (each), and the unit retail price she plans to place on these shirts is $38.00. The markup goal for the entire purchase is 52%. If she plans to retail the short sleeve shirts for $25, what is the maximum cost she can pay for each short sleeve shirt so that she...
The children’s buyer needs to average a 51% markup. He needs to purchase 300 dresses that...
The children’s buyer needs to average a 51% markup. He needs to purchase 300 dresses that will retail for $28,200 total. He has already placed an order for 148 dresses at $42.00 each (cost) that will retail for $90.00 each. What is the most that he can pay of each of the remaining dresses in order to obtain the 51% markup? Round to 2 decimal points.
AMD 376 Merchandise Planning and Control Instructions :Please write down all calculation procedures used to come...
AMD 376 Merchandise Planning and Control Instructions :Please write down all calculation procedures used to come up with the final answer on a separate sheet of paper. Please circle or highlight your final answer. Missing calculations and not rounding to TWO decimal places (where applicable) will result in zero points. Each question is worth 5 points. 1.A buyer was shopping for women’s blouses and selected a group priced at $175.00 per dozen. Merchandising considerations dictated a markup of 58.5%.Calculate the...
a.) Jill plans to save $4,000 per year at the end of each of the next...
a.) Jill plans to save $4,000 per year at the end of each of the next 15 years. If she currently has no savings and earns 8.2% each year on her savings, what amount will she have in her account at the end of 15 years? b.) James' Office Supplies is planning the cash budget for May. The firm had $200,000 in sales in April and expects $180,000 in sales in May. Usually 60% of sales are cash and 40%...
ADVERTISEMENT
Need Online Homework Help?

Get Answers For Free
Most questions answered within 1 hours.

Ask a Question
ADVERTISEMENT