Markup and Selling Price Concepts

This video tutorial explains the relationship between selling price, cost, and markup. It covers the basic formulas for calculating markup, selling price, and cost, and demonstrates how to calculate markup as a percentage of cost or selling price. The video includes practical examples and problem-solving exercises to reinforce understanding. It concludes with a preview of the next video, which will delve into breaking markup into expenses and profit.

What is the formula for calculating markup?

• Markup = Cost - Selling Price

• Markup = Cost + Selling Price

• Markup = Selling Price + Cost

• Markup = Selling Price - Cost

If a watch is bought for $10 and sold for $15, what is the markup?

• $10

• $5

• $15

• $25

How is the selling price calculated using cost and markup?

• Selling Price = Cost + Markup

• Selling Price = Markup + Cost

• Selling Price = Cost - Markup

• Selling Price = Markup - Cost

What does RC represent in markup calculations?

• Rate of cost based on markup

• Rate of markup based on cost

• Rate of selling price based on cost

• Rate of markup based on selling price

If the markup is 60% of the cost, how is it represented in a formula?

• M = 0.6C

• M = 0.6S

• M = 6C

• M = 0.06C

What is the unit cost if a nail trimmer is sold for $12 with a $6.40 markup?

• $18.40

• $12.00

• $6.40

• $5.60

How do you calculate the rate of markup based on cost?

• Cost divided by Markup

• Markup divided by Cost

• Selling Price divided by Markup

• Markup divided by Selling Price

If a power bank costs $18 and is marked up 40% of cost, what is the selling price?

• $25.20

• $40.00

• $18.00

• $7.20

In a scenario where the cost is $70 and the rate of markup based on selling price is 60%, what is the selling price?

• $70

• $112

• $105

• $175

What is the markup if the selling price is $175 and the cost is $70?

• $175

• $245

• $105

• $70