Multistep Word Problems

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What is a multistep word problem?

Back

A multistep word problem is a math problem that requires more than one step to solve, often involving multiple operations such as addition, subtraction, multiplication, or division.

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How do you determine the total number of items needed in a multistep problem?

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To determine the total number of items needed, first identify how many items are required for each part of the problem, then add them together.

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What operations can be used in multistep word problems?

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Common operations include addition (+), subtraction (-), multiplication (x), and division (÷).

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If a problem states that you need to find out how many more items are needed, which operation do you typically use?

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You typically use subtraction to find out how many more items are needed.

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What is the first step in solving a multistep word problem?

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The first step is to read the problem carefully and identify what is being asked.

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How can you check your answer after solving a multistep word problem?

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You can check your answer by reviewing each step you took and ensuring that it logically leads to the final answer.

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What does it mean to 'combine like terms' in a word problem?

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Combining like terms means adding or subtracting terms that have the same variable or unit to simplify the problem.

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In the problem 'Kaylee needs 20 beads for each necklace and has 85 beads', how do you find out how many more beads she needs for 6 necklaces?

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First, calculate the total beads needed for 6 necklaces (20 beads x 6 necklaces = 120 beads). Then subtract the beads she has (120 - 85 = 35 more beads needed).

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What is the importance of organizing information in a multistep word problem?

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Organizing information helps to clearly see what is given, what is needed, and the steps required to solve the problem.

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What is a key strategy for solving multistep word problems?

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A key strategy is to break the problem down into smaller, manageable steps and solve each step one at a time.