(a) What is the regular selling price of the sweaters? (b) What is the maximum amount of markdown to break even? (c) What is the rate of markdown if the sweaters are sold at the break-even price? (a) The selling price is $38.20. (Round the final answer to the nearest cent as needed. Round all intermediate values to six decimal places as needed.). (b) The amount of the markdown to break even is $ (Round the final answer to the nearest cent as needed. Round all intermediate values to six decimal places as needed.)
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- A clothing store buys scarves for $22.00 less 27% for buying over 50 pairs, and less a further 24% for buying last season's style. The scarves are then marked up to cover overhead expenses of 27% of cost and a profit of 25% of cost. (a) What is the regular selling price of the scarves? (b) What is the maximum amount of markdown to break even? (c) What is the rate of markdown if the scarves are sold at the break-even price? (a) The selling price is $. (Round the final answer to the nearest cent as needed. Round all intermediate values to six decimal places as needed.) (b) The amount of the markdown to break even is $. (Round the final answer to the nearest cent as needed. Round all intermediate values to six decimal places as needed.) (c) The rate of markdown to break even is %. (Round the final answer to two decimal places as needed. Round all intermediate values to six decimal places as needed.)A clothing store buys scarves for $30.00 less 54% for buying over 50 pairs, and less a further 17 3/4% for buying last season’s style. The scarves are then marked up to cover overhead expenses of 43% of cost and a profit of 37 3/4% of cost. (a) What is the regular selling price of the scarves?(b) What is the maximum amount of markdown to break even?(c) What is the rate of markdown if the scarves are sold at the break-even price?Homoward Hardware buys cat liter for $6 less 20% per bag. The store's overhead is 45% of cost and the owner requires a profit of 20% of cost (a) (b) (c) (d) (e) (7) For how much should the bags be sold? What is the amount of markup included in the selling price? What is the rate of markup based on selling price? What is the rate of markup based on cost? What is the break-even price? What operating profit or loss is made if a bag is sold for $7 509
- 4.) A wholesaler requires a markup of 25% based on cost for merchandise sold. What should the selling price of a watch be (in $) if each watch costs $70?Austin Avenue Clothiers pays $52 each for sports coats and has a fixed monthly cost of $780. The store sells the coats for $71 each. (a) What is the linear cost-volume function C(x)? C(x) = (b) What is the linear revenue function R(x)? R(x) = (c) What is the break-even number of coats? (Round your answer up to the nearest whole number.)Rolf's Golf store sells golf balls for $27 per dozen. The store's overhead expenses are 26% of cost and the owners require a profit of 18% of cost. a. How much does Rolf's Golf store buy the golf balls for? _____per dozen b. What is the price needed to cover all the costs and expenses? c. What is the highest rate of markdown at which the store will still break even? d. What markdown rate would price the golf balls at cost?
- 1. Jeff Music sells its brand of banduria at $167.00 each. The company spends costs of $38.00 to produce each banduria. The corresponding weekly fixed costs are $16,900.00. a. What is the linear equation of the weekly profit, P, to the quantity of banduria produced, X. b. Determine the break-even quantity? c. What is the break-even revenue? d. What will be the profit or loss if there will be 147 qty of banduria?6. Fashion Master purchased men's sweaters for $72 less 40% and 15%. The normal rate of markup on selling price is 40%, and overhead is 25% of regular selling price. The sweaters were reduced to 45.90 for the store's Boxing Day Blowout. a. What was the rate of markdown for the sale (discounted Price)? b. What was the profit or loss on each sweater at the sale price? C. At the sale price (discounted price), what was the rate of markup on cost?Leon's bought chairs for $180 less 30% and 20%. The store's overhead is 40% of the selling price and the net profit is 30% of the selling price. (a) What is the regular selling price of the chairs? (b) At what price can the chairs be put on sale so that the store breaks-even?
- a. Assume that the cost of goods sold is 60% and that the monthly discount rate is 1%. Looking at the values in the exhibit above, you note that the average monthly revenue for a subscribed customer rises as the company sends more emails. In addition, the average monthly revenue for an unsubscribed customer also rises as the company sends more emails. What could explain both of these patterns? b. Calculate the 6-month LTV for each of the four tested email frequencies. Please show the spreadsheet with your calculations and be clear about any assumptions you are making. c. Based on this test, how many emails-per-week should the company be sending to its customers? This email frequency should apply to all customers; the company doesn't want to implement a different email frequency for different kinds of people2. An appliance store sold GS coffeemakers for $22.95 during a promotional sale. The store bought the coffeemakers for $36 less 40%, 15%. Overhead is 25% of the regular selling price. (a) If the store's markup is 40% of the regular selling price, what was the rate of markdown? (b) What operating profit or loss was made during the sale? (c) What rate of markup based on cost was realized? (a) The rate of markdown is %. (Round to two decimal places as needed.) (b) The operating (1). (Round to the nearest cent as needed.) made during the sale was $ (c) The rate of markup based on cost is (Round to two decimal places as needed.) %. (1) O loss O profitA discount store purchased mobile phones at a cost of P28,800 per dozen. If they need 20% of cost to cover operating expenses and 15% of cost for the net profit, what is (a) the selling price per phone and (b) the percent of markup on selling price?