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Watch this video to see several examples of how to solve multi-step equations.

Solve each of the multi-step equations below. When typing your answers, only use numbers. Instead of typing x=8 you would type 8. Feel free to use scratch paper to work out each problem.

1

Which equation best represents the situation?
Jared had some apples. He gave away 4 to his friend. He still has 8 apples. How many did he have to begin with?

x+4=8

x-4=8

4x=8

x/4=8

1

Which equation best represents the situation?
Lisa has 3 rolls of quarters. Each roll has the same number of quarters in it. When she dumped them onto a table, she had a total of 75 quarters. Write an equation that represents how many quarters are in each row.

1

-4(3x+1)=-70

1

Multi-Step Equations Intervention

Multi-Step Equations Intervention

Which equation best represents the situation?
Jared had some apples. He gave away 4 to his friend. He still has 8 apples. How many did he have to begin with?

Which equation best represents the situation?
Lisa has 3 rolls of quarters. Each roll has the same number of quarters in it. When she dumped them onto a table, she had a total of 75 quarters. Write an equation that represents how many quarters are in each row.

-4(3x+1)=-70

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Which equation best represents the situation?
Jared had some apples. He gave away 4 to his friend. He still has 8 apples. How many did he have to begin with?

Which equation best represents the situation?
Lisa has 3 rolls of quarters. Each roll has the same number of quarters in it. When she dumped them onto a table, she had a total of 75 quarters. Write an equation that represents how many quarters are in each row.

-4(3x+1)=-70

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Multi-Step Equations Intervention

Multi-Step Equations Intervention

Which equation best represents the situation?Jared had some apples. He gave away 4 to his friend. He still has 8 apples. How many did he have to begin with?

Which equation best represents the situation?Lisa has 3 rolls of quarters. Each roll has the same number of quarters in it. When she dumped them onto a table, she had a total of 75 quarters. Write an equation that represents how many quarters are in each row.

-4(3x+1)=-70

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Which equation best represents the situation?Jared had some apples. He gave away 4 to his friend. He still has 8 apples. How many did he have to begin with?

Which equation best represents the situation?Lisa has 3 rolls of quarters. Each roll has the same number of quarters in it. When she dumped them onto a table, she had a total of 75 quarters. Write an equation that represents how many quarters are in each row.

-4(3x+1)=-70

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Type only numbers:

Which equation best represents the situation?
Jared had some apples. He gave away 4 to his friend. He still has 8 apples. How many did he have to begin with?

Which equation best represents the situation?
Lisa has 3 rolls of quarters. Each roll has the same number of quarters in it. When she dumped them onto a table, she had a total of 75 quarters. Write an equation that represents how many quarters are in each row.

Which equation best represents the situation?
Jared had some apples. He gave away 4 to his friend. He still has 8 apples. How many did he have to begin with?

Which equation best represents the situation?
Lisa has 3 rolls of quarters. Each roll has the same number of quarters in it. When she dumped them onto a table, she had a total of 75 quarters. Write an equation that represents how many quarters are in each row.