Multiplying Fractions Word Problems Worksheet
Are you in search of a reliable resource to help your students practice multiplying fractions through real-world scenarios? Look no further! Our Multiplying Fractions Word Problems Worksheet is the perfect tool to engage your upper elementary or middle school students in meaningful problem-solving. With a variety of carefully crafted word problems, this worksheet will reinforce their understanding of multiplying fractions while also enhancing their critical thinking and mathematical reasoning skills.
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A farmer has 3/4 of an acre of land. He wants to plant 1/3 of it with corn. How much land will be planted with corn?
The farmer will plant 1/4 of an acre with corn, which is calculated by multiplying 3/4 acre by 1/3. This results in 1/4 acre of land being planted with corn.
A pizza recipe requires 2/3 cup of cheese. If you want to make 2 pizzas, how much cheese do you need in total?
To make 2 pizzas, you would need a total of 4/3 cups of cheese since 2/3 cup is required per pizza. Simplifying 4/3 gives you 1 and 1/3 cups of cheese needed in total for 2 pizzas.
A construction worker has 5/8 of a roll of wire. If he uses 1/4 of it to complete a job, how much wire is left?
The construction worker has 3/8 of a roll of wire left after using 1/4 of it to complete the job.
A teacher has 2/5 of a bag of marbles. If she gives away 1/10 of them to each student, how many marbles does each student receive?
Each student will receive 1/10 of a bag of marbles, which is equivalent to (1/10) * (2/5) = 2/50 = 1/25 of a bag. Therefore, each student will receive 1/25 of a bag of marbles.
A bakery uses 3/4 cup of sugar in a batch of cookies. If they want to make 6 batches, how much sugar is needed?
To find the total amount of sugar needed to make 6 batches of cookies, you would multiply the amount of sugar used in one batch (3/4 cup) by the number of batches (6). This would result in 4.5 cups of sugar needed to make 6 batches of cookies.
A car can travel 2/3 of a mile on 1/4 gallon of gas. How far can it travel on 1 gallon of gas?
To find out how far the car can travel on 1 gallon of gas, we can use the proportion method. If the car can travel 2/3 of a mile on 1/4 gallon of gas, it means that it can travel (2/3) ÷ (1/4) = 2/3 * 4/1 = 8/3 miles on 1 gallon of gas. Therefore, the car can travel 8/3 miles or 2 2/3 miles on 1 gallon of gas.
A painter uses 3/5 of a can of paint to cover one wall. How many walls can be painted with 2 cans of paint?
If a painter uses 3/5 of a can of paint to cover one wall, then they can paint 5/3 or 1.67 walls with 1 can of paint. Therefore, with 2 cans of paint, the painter can paint 1.67 x 2 or approximately 3 walls.
A recipe calls for 3/8 teaspoon of salt. If you want to make 4 servings, how much salt do you need?
To make 4 servings of the recipe that calls for 3/8 teaspoon of salt per serving, you would need a total of 4 x 3/8 = 1 and 1/2 teaspoons of salt.
A toy store has 7/10 of a box of Legos. If they sell 1/5 of it, how many Legos are left?
If the toy store has 7/10 of a box of Legos, and they sell 1/5 of it, they would have 7/10 - 1/5 = 7/10 - 2/10 = 5/10 = 1/2 of the box of Legos left. So, half of the box of Legos are left after selling 1/5.
A bookstore sells 4/5 of a bookshelf in a sale. If there are 12 bookshelves in total, how many are left after the sale?
After selling 4/5 of a bookshelf, there would be 1/5 of the bookshelf left. Since there are 12 bookshelves in total, there would be 12 * 1/5 = 2.4 bookshelves left. However, since bookshelves cannot be divided, there would be 2 bookshelves left after the sale.
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