Understanding Pricing and Discounts

Vincent explains an SAT problem involving percents, where a store owner wants to make a 20% profit on a hat costing $60 and offer a 10% discount to customers. He demonstrates how to calculate the sale price by first determining the profit amount and then applying the discount. The solution is verified by checking the calculations, ensuring the final price meets the profit and discount criteria. The video concludes with a call to action for viewers to like and subscribe.

What is the initial cost of the hat to the store owner?

• $70

• $50

• $80

• $60

What is the store owner's profit goal over the cost?

• 20%

• 10%

• 25%

• 15%

How much is 20% of $60?

• $12

• $18

• $10

• $15

What is the total amount the store owner wants to receive after the 20% profit?

• $60

• $70

• $72

• $75

What discount does the store owner want to offer customers?

• 20%

• 15%

• 5%

• 10%

If the store owner wants to receive $72 after a 10% discount, what should be the price on the tag?

• $85

• $80

• $75

• $70

What is the formula to calculate the price on the tag if a 10% discount is applied?

• Price = $72 / 0.9

• Price = $72 - 0.9

• Price = $72 + 0.9

• Price = $72 * 0.9

What is the shortcut to quickly calculate the price after a percent discount?

• Multiply by the discount percent

• Subtract the discount percent

• Think about the percent still on

• Think about the percent off

How can you verify the calculations for the price on the tag?

• Check if 20% of $60 is $72

• Check if 20% of $60 is $80

• Check if 10% of $80 is $72

• Check if 10% of $80 is $8

What is the final price on the tag after considering both the profit and discount?

• $70

• $82

• $72

• $80