Christmas shopping math problems worksheet with tax and discount calculations.

Let's solve each of these Christmas shopping word problems step by step. We'll use the given prices and apply discounts and taxes as needed.

Given Prices:

- I-Pad: $206.93
- Coat: $51.69
- Electronic game: $32.72
- Cell phone: $80.90
- Spa treatment: $57.83
- Gift certificate: $51.27
- Live theatre ticket: $139.50
- Laptop: $283.40

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Problem 1:

If Ashton wanted to buy a laptop and a cell phone, how much money would he need if the items were reduced by fifteen percent?

Step 1: Add the original prices:
Laptop + Cell phone = $283.40 + $80.90 = $364.30

Step 2: Apply 15% discount:
Discount amount = 15% of $364.30 = 0.15 × 364.30 = $54.645
Discounted total = $364.30 - $54.645 = $309.655 ≈ $309.66

✔ Answer: $309.66

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Problem 2:

If Jacqueline wanted to buy a cell phone and two coats, how much would it cost her if there was a fifteen percent discount as well as an eight percent sales tax?

Step 1: Find total before discount:
Cell phone = $80.90
Two coats = 2 × $51.69 = $103.38
Total = $80.90 + $103.38 = $184.28

Step 2: Apply 15% discount:
Discount = 0.15 × 184.28 = $27.642
Discounted total = $184.28 - $27.642 = $156.638

Step 3: Apply 8% sales tax on discounted price:
Tax = 0.08 × 156.638 = $12.531
Final total = $156.638 + $12.531 = $169.169 ≈ $169.17

✔ Answer: $169.17

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Problem 3:

What is the total cost of three live theatre tickets, three laptops, and three gift certificates if the items are on sale for fifteen percent off the regular price?

Step 1: Calculate total before discount:
- 3 × Theatre ticket = 3 × $139.50 = $418.50
- 3 × Laptop = 3 × $283.40 = $850.20
- 3 × Gift certificate = 3 × $51.27 = $153.81
Total = $418.50 + $850.20 + $153.81 = $1,422.51

Step 2: Apply 15% discount:
Discount = 0.15 × 1422.51 = $213.3765
Final total = $1422.51 - $213.3765 = $1,209.1335 ≈ $1,209.13

✔ Answer: $1,209.13

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Problem 4:

If Ethan wanted to buy two I-Pads, a live theatre ticket, and two electronic games, how much would it cost him if there was a fifteen percent discount?

Step 1: Total before discount:
- 2 × I-Pad = 2 × $206.93 = $413.86
- 1 × Theatre ticket = $139.50
- 2 × Electronic game = 2 × $32.72 = $65.44
Total = $413.86 + $139.50 + $65.44 = $618.80

Step 2: Apply 15% discount:
Discount = 0.15 × 618.80 = $92.82
Final total = $618.80 - $92.82 = $525.98

✔ Answer: $525.98

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Problem 5:

What is the total cost of three gift certificates and a spa treatment if there is a 15% discount?

Step 1: Total before discount:
- 3 × Gift certificate = 3 × $51.27 = $153.81
- Spa treatment = $57.83
Total = $153.81 + $57.83 = $211.64

Step 2: Apply 15% discount:
Discount = 0.15 × 211.64 = $31.746
Final total = $211.64 - $31.746 = $179.894 ≈ $179.89

✔ Answer: $179.89

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Problem 6:

What is the total cost of a spa treatment and a laptop if the items are on sale for fifteen percent off the regular price and there is a sales tax of 8%?

Step 1: Original total:
Spa treatment + Laptop = $57.83 + $283.40 = $341.23

Step 2: Apply 15% discount:
Discount = 0.15 × 341.23 = $51.1845
Discounted total = $341.23 - $51.1845 = $289.0455

Step 3: Apply 8% sales tax:
Tax = 0.08 × 289.0455 = $23.12364
Final total = $289.0455 + $23.12364 = $312.16914 ≈ $312.17

✔ Answer: $312.17

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Problem 7:

If Brandon wanted to buy three coats, how much would it cost him if there was a fifteen percent discount?

Step 1: Total before discount:
3 × Coat = 3 × $51.69 = $155.07

Step 2: Apply 15% discount:
Discount = 0.15 × 155.07 = $23.2605
Final total = $155.07 - $23.2605 = $131.8095 ≈ $131.81

✔ Answer: $131.81

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Problem 8:

What is the total cost of two electronic games, a live theatre ticket, and three spa treatments if there is a fifteen percent discount as well as an 8% sales tax?

Step 1: Total before discount:
- 2 × Electronic game = 2 × $32.72 = $65.44
- 1 × Theatre ticket = $139.50
- 3 × Spa treatment = 3 × $57.83 = $173.49
Total = $65.44 + $139.50 + $173.49 = $378.43

Step 2: Apply 15% discount:
Discount = 0.15 × 378.43 = $56.7645
Discounted total = $378.43 - $56.7645 = $321.6655

Step 3: Apply 8% sales tax:
Tax = 0.08 × 321.6655 = $25.73324
Final total = $321.6655 + $25.73324 = $347.39874 ≈ $347.40

✔ Answer: $347.40

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✔ Final Answers:

1. $309.66
2. $169.17
3. $1,209.13
4. $525.98
5. $179.89
6. $312.17
7. $131.81
8. $347.40

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