Factoring, Multiplication, Division, Fractions - Intro

28 Topics

Factor to 3 Factors

Topic 1

Factor Tree with 4 Factors - Finish

Topic 2

Factor to 3 Factors

Topic 3

Simplifying Fraction Multiplication with Factors - Composite to Simplified

Topic 4

Simplifying Fraction Division with Factors - Composite to Simplified

Topic 5

Factor Tree with 4 Factors - Finish

Topic 6

Simplifying Fraction Multiplication with Factors - Factored to Simplified

Topic 7

Simplifying Fraction Division with Factors - Factored to Simplified

Topic 8

Simplifying Multiplication with Factors - Bracketed Factors to Composite

Topic 9

Simplifying Multiplication with Factors - Factors to Composite

Topic 10

Simplifying Multiplication with Factors - Composite to Factors

Topic 11

Simplifying Fractions with Factors - Composite to Bracketed Factors

Topic 12

Simplifying Fractions with Factors - Composite to Simplified

Topic 13

Simplifying Fractions with Factors - Composite to Bracketed Factors

Topic 14

Simplifying Fraction Multiplication with Factors - Composite to Factored

Topic 15

Simplifying Fraction Division with Factors - Composite to Factored

Topic 16

Factor Tree with 4 Factors - Full

Topic 17

Simplifying Multiplication with Factors - Bracketed Factors to Composite

Topic 18

Simplifying Multiplication with Factors - Composite to Bracketed Factors

Topic 19

Simplifying Multiplication with Factors - Composite to Factors

Topic 20

Simplifying Fractions with Factors - Composite to Factored

Topic 21

Factor Tree with 4 Factors - Full

Topic 22

Factor to 4 Factors

Topic 23

Simplifying Multiplication with Factors - Factors to Composite

Topic 24

Simplifying Multiplication with Factors - Composite to Bracketed Factors

Topic 25

Simplifying Fractions with Factors - Factored to Simplified

Topic 26

Simplifying Fractions with Factors - Composite to Simplified

Topic 27

Factor Tree with 4 Factors - Full

Topic 28

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Simplifying Multiplication with Factors - Factors to Composite (Level 1)

This math topic focuses on simplifying multiplication by converting factored expressions into composite multiplications. It is part of a broader study on factoring, multiplication, division, and fractions. The problems involve finding a single multiplication result that is equivalent to a given product of several factors. For instance, converting an expression with multiple multiplications, such as "2 x 5 x 5 x 7," into a simpler form like "50 x 7." Each question offers multiple choice answers, often depicted as expressions, from which the correct composite multiplication must be selected.

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

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Simplifying Multiplication with Factors - Factors to Composite

Complete this topic with 80% correct, working as fast as you can! Results are immediate.

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Find a composite multiplication that is the same as the factored multiplication

3×2×7×73 \times 2 \times 7 \times 7

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