Comparing and Ordering Fractions 3rd Grade - Using Models to Compare Fractions Practice

Fractions on a Number Line Worksheets 3rd Grade

In this section, we drive our effort on conceiving admirable fraction comparison strategies for comparing and ordering fractions 3rd grade.
Following these strategies, your kids will be guided in using models to compare fractions practice; compare fractions on a number line worksheets 3rd grade; graph and compare fractions with like denominators and numerators on number lines; compare fractions in recipes; benchmark fraction;  order fractions with like denominators and numerators, etc.

These strategies are essential to kids’ comparing fractions skills, as they’ll develop a real number sense about fraction size and parts.

Another remarkable skill gained when comparing fractions on number lines comes with kids mastering or seeing that a fraction is a number that comes between two whole numbers.

Excellent tips for fast comparing fractions – like numerators and like denominators

Alongside comparing fractions using models and fractions on a number line worksheet 3rd grade, our 3rd graders will be provided with excellent tips for fast comparing fractions- like numerators and like denominators.

Given that our focus is based on comparing fractions with like denominators and like numerators, we’ll have just two tips;

  • Firstly, when the denominators are the same, the fraction with the smallest numerator is the smallest. For instance, ¼ is less than ¾ or (¼ < ¾)
  • Secondly, if the numerators are the same, the fraction with the smallest denominator is the largest. For instance, ½ is greater than ¼ (½ > ¼)

Our third graders will efficiently use various fraction comparison strategies with all these in mind.

Why are comparing fraction skills essential for math learning?

Apart from simply finding easy ways of comparing fractions, our comparing and ordering fractions 3rd grade will explain why comparing fractions skills are essential in math learning and daily activities.

Firstly, besides providing a solid introduction to algebra, fractions are used across all grade levels, enhancing understanding of other math concepts such as probability, data analysis, decimals, ratio and proportions, percent, and measurement.

Secondly, understanding the size of a fraction helps determine the reasonableness of an answer. Thus, a perfect background is needed to find common denominators, create equivalent fractions, and add/subtract fractions.

Comparing fractions skills are needed when telling time or cooking with recipes even in our daily lives.

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