Related Topics:

Algebra Word Problems

Common Core (Algebra)

Common Core for Mathematics

Examples, solutions, videos, and lessons to help High School students learn how to create equations in two or more variables to represent relationships between quantities; graph equations on coordinate axes with labels and scales.

### Suggested Learning Targets

**Writing Equations with Two Variables from Word Problems: A-CED.2**

How to write an equation with two variables to model a word problem?

Examples:

1. Mia sells small pumpkins for $5.50 each at her fall farm market. If she makes $1,125 in revenue this fall, what equation models Mia's revenue?

2. Mikai's pay-as-you-go cell phone company charges $0.16 per minute for calls and $0.10 per text message. If Mikai's cell phone cost for one month is $196.80, what equation models Mikai's total monthly cell phone cost?

**Writing Equations to Solve Problems with 2 or 3 Variables (A-CED.2)**

How to write equations to represent a situation with two or three unknowns and how to use these equations to solve problems?

Use systems of equations for more than one unknown.

Solve systems by graphing or by using algebra (substitution or elimination).
**Graphing Linear Equations: A-CED.2**

How to write and graph a linear equation given a context or table?

Algebra Word Problems

Common Core (Algebra)

Common Core for Mathematics

Examples, solutions, videos, and lessons to help High School students learn how to create equations in two or more variables to represent relationships between quantities; graph equations on coordinate axes with labels and scales.

- Create equations in two or more variables to represent relationships between quantities.
- Graph equations in two variables on a coordinate plane and label the axes and scales.

How to write an equation with two variables to model a word problem?

Examples:

1. Mia sells small pumpkins for $5.50 each at her fall farm market. If she makes $1,125 in revenue this fall, what equation models Mia's revenue?

2. Mikai's pay-as-you-go cell phone company charges $0.16 per minute for calls and $0.10 per text message. If Mikai's cell phone cost for one month is $196.80, what equation models Mikai's total monthly cell phone cost?

How to write equations to represent a situation with two or three unknowns and how to use these equations to solve problems?

Use systems of equations for more than one unknown.

Solve systems by graphing or by using algebra (substitution or elimination).

How to write and graph a linear equation given a context or table?

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