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Algebra Language Basics
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Algebra Language Basics
📚 Part 1: Understanding Algebra Language
1. What is a variable in algebra?
A number that never changes
A symbol representing an unknown or changing number
A mathematical operation like addition
A complete equation
2. Which of these are constants? (Tick all that apply)
7
x
15
y
3.5
3. An expression is:
Only numbers added together
A combination of variables, constants, and operations
Always equal to something
A type of equation
4. Which of these are algebraic expressions? (Tick all that apply)
3 + x
2y - 4
8
5m + 7
a
✏️ Part 2: Identifying Algebra Components
5. Look at the expression: 4x + 9
The variable is: ____________
The constant is: ____________
6. Look at the expression: 3y - 12
The variable is: ____________
The constant is: ____________
7. Create your own algebraic expression using the variable 'm' and any constants you choose:
8. Explain in your own words why algebra is called a "mathematical language":
🔍 Part 3: Real-World Connections
9. If you save $x each week for 5 weeks, write an expression for your total savings:
10. A rectangle has a length of 8 metres and a width of w metres. Write an expression for its perimeter:
11. Give one example of where algebra might be used in real life (science, finance, sports, etc.):
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