Barry Alexander owns a block of shops on a street just off Rodeo Drive. Of the 10 store spaces in the building, seven are rented by boutique owners, and three are vacant. Barry has decided that offering more services to stores in the mall would enable him to increase occupancy. He has decided to use one of the vacant spaces to provide, at cost, a gift-wrapping service to shops in the mall. The boutiques are enthusiastic about the new service. Most of them are staffed minimally, which means that every time they have to wrap a gift, phones go unanswered and other customers in line grow impatient. Barry figured that the gift-wrapping service would incur the following costs: The store space would normally rent for $2,000 per month; part-time gift wrappers could be hired for $1,000 per month; and wrapping paper and ribbon would average $1.50 per gift. The boutique owners estimated the following number of gifts to be wrapped per month.

After the service had been in effect for six months, Barry calculated the following actual average monthly number of gifts wrapped for each of the stores.

Required:
1. Calculate a single charging rate, on a per-gift basis, to be charged to the shops.
Based on the shops’ actual number of gifts wrapped, how much would be charged to each shop using the single charging rate?
2. Based on the shops’ actual number of gifts wrapped, how much would be charged to each shop using the dual charging rate?
3. Which shops would prefer the single charging rate? Why? Which would prefer the dual charging rate, and why?
4. Several of the shop owners were angry about their bill for the gift-wrapping service.
They pointed out that they were to be charged only for the cost of the service.
How could you make a case for them?

Transcribed Image Text:

Store The Paper Chase Reservation Art Kid-Sports Sugar Shack Number of Gifts Wrapped per Month 175 400 100 75 Designer Shoes 20 Boutique de Donatessa Alan's Drug and Sundries 130 100