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Math worksheet with five word problems focused on calculating discounts and sale prices.

A worksheet titled "Discount Word Problems" featuring five math problems related to calculating discounts and sale prices on various items.

A worksheet titled "Discount Word Problems" featuring five math problems related to calculating discounts and sale prices on various items.

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Show Answer Key & Explanations Step-by-step solution for: Discount Worksheets
It looks like you've uploaded an image containing a set of discount word problems. Since I can't view images directly, I’ll solve the problems based on the text you’ve provided in your message. Here are the problems and their solutions:

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Problem 1:


> What percent discount is $120? A store has a sale where they decide to sell a calculator at $64. Find the selling price of the calculator.

Wait — this seems misworded. It says "What percent discount is $120?" — that doesn’t make sense because $120 is a dollar amount, not a percentage. Let’s re-express it logically.

Let’s assume the original price is $120, and the sale price is $64. We are to find the percent discount.

#### Step-by-step:
- Original price = $120
- Sale price = $64
- Amount saved = $120 - $64 = $56
- Percent discount = (Amount saved / Original price) × 100
= ($56 / $120) × 100
= 0.4667 × 100
46.67%

Answer: The discount is approximately 46.67%.

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Problem 2:


> The marked price of a shop is listed as $398. It has a discount of 10%. What is the selling price?

- Marked price = $398
- Discount = 10% of $398 = 0.10 × 398 = $39.80
- Selling price = $398 - $39.80 = $358.20

Answer: The selling price is $358.20.

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Problem 3:


> A leather jacket marked at $110 is sold at 10% off. What is the sale price of the jacket?

- Marked price = $110
- Discount = 10% of $110 = 0.10 × 110 = $11
- Sale price = $110 - $11 = $99

Answer: The sale price is $99.

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Problem 4:


> After a shopping spree, Sandra has $150 left after spending $450 of the bill. What was the original amount?

Wait — this wording is ambiguous. Let's interpret carefully.

She spent $450 and has $150 left. So the total amount she started with is:

- Original amount = Amount spent + Amount left
= $450 + $150 = $600

Answer: The original amount was $600.

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Problem 5:


> The price of a watch is $25. If you buy 3 watches, you will get a 15% discount on the total bill. How much would you pay if you buy 3 watches?

- Price per watch = $25
- Total for 3 watches = 3 × $25 = $75
- Discount = 15% of $75 = 0.15 × 75 = $11.25
- Final amount to pay = $75 - $11.25 = $63.75

Answer: You would pay $63.75.

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Final Answers Summary:



1. Discount percent: ~46.67%
2. Selling price: $358.20
3. Sale price: $99
4. Original amount: $600
5. Total cost for 3 watches: $63.75

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Parent Tip: Review the logic above to help your child master the concept of markup and discount math problems.
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