**To solve a whole number or a decimal word problem, 3 elements are essential: the number of groups (days, hours, rows, lines, etc.), the amount in each group, and the total amount in all groups. **

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**To solve for one element, you need to determine what the other two elements are. **

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**If the amount in each group is NOT the same, use addition or subtraction to solve for one of the 3 elements. **

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**Examples: **

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**Tom has $2.00; Peter has $5.00. How much do they have altogether?**

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**In this example, there are two people (groups) and each person does not have the same amount of money. To find the total amount of money they have, we need to use addition. Therefore, the total amount of money they have is : 2+5=$7.00 **

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**If the amount in each group is the SAME, use one of the following 3 elements formulas to solve for one of the 3 elements: **

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**Tom has $2.00; Peter also has $2.00. How much do they have altogether?**

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**In this example, there are two people (groups) and each person has the same amount of money. **

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**To find the total amount of money they have, we can use addition but we can also use the following 3 elements formulas for whole number and decimal word problems: Total amount in all groups= the number of groups x the amount in each group**

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To find more on how to use 3 elements formulas to solve word problems with multiplication and division, please purchase word problems; detailed explanations of reasoning and solving strategies (volumes 3, volume 4, volume 5, volume 6, volume 7, volume 8, volume 9, volume 10, volume 11 and volume 12)