Calculating Markups and Discounts

The video tutorial covers the concepts of markups and markdowns, focusing on how to calculate sale prices with multiple discounts and understand retail markups. It explains the process of working backwards to find original prices using percentages and demonstrates how to create equations for determining selling prices after markups. The tutorial emphasizes the importance of not simply adding percentages when calculating discounts and provides examples to illustrate these concepts.

If a bracelet is originally priced at $44 and is offered at a 25% discount followed by an additional 5% discount, what is the final price?

• $35.20

• $29.70

• $33.00

• $31.35

What is the total amount saved if a bracelet originally costs $44 and is sold for $31.35 after discounts?

• $15.00

• $10.00

• $13.50

• $12.65

A golf store marks up a set of clubs by 200% from a wholesale price of $250. What is the retail price?

• $750

• $1000

• $500

• $600

If a car is originally priced at $20,000 and is on sale for $16,000, what percentage of the original price is the sale price?

• 80%

• 75%

• 85%

• 90%

What is the discount rate if a car originally priced at $20,000 is sold for $16,000?

• 15%

• 10%

• 20%

• 25%

How do you calculate the selling price of an item originally priced at 's' dollars after a 25% markup?

• 1.30 * s

• 1.15 * s

• 1.25 * s

• 1.20 * s

If the original price of an item is $10, what is the selling price after a 25% markup?

• $15.00

• $11.50

• $12.50

• $13.00

What is the selling price of an item originally priced at $30 after a 25% markup?

• $40.00

• $32.50

• $35.00

• $37.50

If an item is marked up by 25%, what is the multiplier used to calculate the selling price from the original price?

• 1.25

• 1.30

• 1.20

• 1.15

What is the selling price of an item originally priced at $40 after a 25% markup?

• $55.00

• $60.00

• $45.00

• $50.00