Algebra Manipulating Variables - Intro

29 Topics, 3 Skills

Different Variable Times Bracketed Terms

Topic 1

One Variable, Three Terms

Topic 2

One Variable, Four Terms

Topic 3

Fraction Manipulation Algebra - All

Topic 4

Fraction Manipulation Algebra - All

Topic 5

Same Variable Times Bracketed Terms

Topic 6

One Variable, Three Terms

Topic 7

Fraction Manipulation Algebra - Orientation 2

Topic 8

Fraction Manipulation Algebra - Orientation 3

Topic 9

One Variable, Four Terms

Topic 10

Fraction Manipulation Algebra - Orientation 2

Topic 11

Fraction Manipulation Algebra - Orientation 3

Topic 12

Fraction Manipulation Algebra - All

Topic 13

Multiply Bracketed Terms, Different Variables

Topic 14

Fraction Manipulation Algebra - Orientation 3

Topic 15

Balance Shapes - Simple Ratio - To Equation Answer

Topic 16

One Variable, Two Terms

Topic 17

Balance Shapes - Substitution and Subtraction, Simple Answer - To Equations And Answer

Topic 18

One Variable, Three Terms, Simple Display

Topic 19

Fraction Manipulation Algebra - Orientation 2

Topic 20

Balance Shapes - Simple Ratio - To Equation Answer

Topic 21

Balance Shapes - Simple Substitution - To Equation Answer

Topic 22

Balance Shapes - Substitution and Subtraction, Simple Answer - To Equations And Answer

Topic 23

Balance Shapes - Substitution and Subtraction, Compound Answer - To Equations And Answer

Topic 24

One Variable, Three Terms, Simple Display

Topic 25

Multiply Bracketed Terms, Same Variable

Topic 26

One Variable, Two Terms, Simple Display

Topic 27

Balance Shapes - Simple Substitution - To Equation Answer

Topic 28

Balance Shapes - Substitution and Subtraction, Compound Answer - To Equations And Answer

Topic 29

Algebraic Functions - Multiply Bracketed Terms, Same Variable (Level 1)

Topic 26

This math topic challenges students to expand and simplify bracketed algebraic expressions. Specifically, the subject focuses on multiplying terms of same variable enclosed in brackets. This topic forms a crucial part of advanced polynomials and quadratics. To test understanding, students need to identify an expression equivalent to the one given among multiple options. For example, students might be asked to determine which expressions are equivalent to (r + 8)(r + 5), (p + 7)(p + 5), or (z + 3)(z + 3).

Work on practice problems directly here, or download the printable pdf worksheet to practice offline.

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Multiply Bracketed Terms, Same Variable

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Which answer is the same expression as this

(d+5)(d+9)(d + 5)(d + 9)