To solve the problem, we need to compare the cost of each item with the amount of money provided and determine if the money is enough to buy the item. Let's go through each item step by step:
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1. Pencil (3¢)
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Cost of the pencil: 3¢
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Money provided: 4 pennies (1¢ each)
- Total money: \( 1¢ + 1¢ + 1¢ + 1¢ = 4¢ \)
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Comparison: The money provided (4¢) is greater than the cost of the pencil (3¢).
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Conclusion: The money is enough.
Answer:
✔
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2. Ice Cream (91¢)
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Cost of the ice cream: 91¢
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Money provided: 2 quarters (25¢ each)
- Total money: \( 25¢ + 25¢ = 50¢ \)
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Comparison: The money provided (50¢) is less than the cost of the ice cream (91¢).
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Conclusion: The money is not enough.
Answer:
✘
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3. T-Shirt ($30)
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Cost of the t-shirt: $30
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Money provided: 1 fifty-dollar bill ($50)
- Total money: $50
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Comparison: The money provided ($50) is greater than the cost of the t-shirt ($30).
-
Conclusion: The money is enough.
Answer:
✔
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4. Candy (6¢)
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Cost of the candy: 6¢
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Money provided: 2 nickels (5¢ each)
- Total money: \( 5¢ + 5¢ = 10¢ \)
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Comparison: The money provided (10¢) is greater than the cost of the candy (6¢).
-
Conclusion: The money is enough.
Answer:
✔
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5. Watch ($98)
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Cost of the watch: $98
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Money provided: 1 fifty-dollar bill ($50) and 1 twenty-dollar bill ($20)
- Total money: \( $50 + $20 = $70 \)
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Comparison: The money provided ($70) is less than the cost of the watch ($98).
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Conclusion: The money is not enough.
Answer:
✘
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Final Answers
1. Pencil:
✔
2. Ice Cream:
✘
3. T-Shirt:
✔
4. Candy:
✔
5. Watch:
✘
Boxed Answer:
\[
\boxed{\text{
✔,
✘,
✔,
✔,
✘}}
\]
Parent Tip: Review the logic above to help your child master the concept of money math worksheet pdf.