Page 2: Comparing Negative Fractions

This page focuses specifically on the comparison of negative fractions, providing detailed rules and examples for understanding how the comparison principles change when dealing with negative numbers.

Definition: When comparing negative fractions, the regular comparison rules are reversed - the fraction with the smaller absolute value is actually greater.

Example: -24/7 < -12/17 demonstrates how negative fractions with different denominators are compared.

Highlight: For negative fractions with the same denominators, the fraction with the numerically smaller numerator is actually greater.

Vocabulary: Negative fraction - a fraction where either the numerator or denominator (but not both) is negative.

Page 1: Basic Principles of Fraction Comparison

This page introduces the fundamental rules for comparing fractions, starting with the basic structure of fractions and moving to more complex comparisons. The content covers how to compare fractions with same denominators and different denominators.

Definition: A fraction consists of two parts - the numerator (top number) and denominator (bottom number).

Highlight: When comparing fractions with the same denominator, the fraction with the larger numerator is greater.

Example: For fractions with same denominators like 2/6 and 5/6, 5/6 is greater because 5 > 2.

Vocabulary: Common denominator - a number that is divisible by all denominators in the fractions being compared.

Quote: "For negative fractions, the comparison rules are reversed."