Retail Pricing and Markup Concepts

This video tutorial covers the concepts of markup and markdown, explaining how selling price is calculated by adding cost, expenses, and profit. It also discusses markdowns as reductions in selling price to boost sales, and how they relate to discounts from a buyer's perspective. The video includes problem-solving examples involving scrub pants, a fitness tracker, and a spring jacket, demonstrating calculations for selling price, markdown, and profit or loss.

What is the formula for calculating the selling price?

• Selling Price = Cost - Markup

• Selling Price = Cost + Discount

• Selling Price = Cost + Markup

• Selling Price = Cost - Expenses

What does the term 'markdown' refer to?

• Increase in cost price

• Increase in selling price

• Reduction in selling price

• Reduction in cost price

How is the rate of markdown calculated?

• Amount of markdown divided by list price

• Amount of markdown divided by sale price

• Amount of markdown divided by cost price

• Amount of markdown divided by regular selling price

What is the formula for calculating the amount of trade discount?

• List Price minus Net Price

• Net Price minus List Price

• Cost minus Selling Price

• Selling Price minus Cost

What is the selling price of scrub pants if the cost is $7, expenses are 30% of cost, and profit is 50% of cost?

• $15.00

• $9.50

• $12.60

• $10.00

What is the amount of markup for the scrub pants?

• $3.50

• $5.60

• $4.50

• $6.00

What is the clearance sale price of the scrub pants after a 15% markdown?

• $11.00

• $9.50

• $10.71

• $12.00

What is the regular selling price of a fitness tracker if the cost is $59.40, with overhead expenses at 10% and profit at 30% of the selling price?

• $89.00

• $69.00

• $79.00

• $99.00

What is the amount of markdown for the fitness tracker during the inventory sale?

• $24.65

• $19.65

• $29.65

• $34.65

What is the operating profit or loss for the fitness tracker during the sale?

• Loss of $4.95

• Loss of $5.95

• Profit of $4.95

• Profit of $5.95