Ontario Grade 5 Decimals and Fractions Visual Worksheet Example

Published May 25, 2026 by Milestone Teachers

Grade 5 decimals and fractions can look easy on a worksheet while still being fragile in a classroom. Students may shade a hundredths grid, read a decimal, and answer a percent question without understanding how all three representations fit together.

A stronger custom worksheet request should ask for visual connections across fractions, decimal numbers up to hundredths, and whole number percents. The Ontario math curriculum names those relationships in Grade 5 Number, so the resource should make the connections visible rather than treating decimals, fractions, and percentages as three isolated mini-topics.

Classroom target

  • Grade: 5
  • Ontario focus: fractions, decimal numbers up to hundredths, and whole number percents in connected visual models
  • Source anchor: Ontario math curriculum overview for Grade 5 Number
  • Visual models: place-value charts, number lines, fraction and decimal grids, percent models, and bar models for multi-step word problems
  • MLL vocabulary: tenth, hundredth, equivalent, fraction, decimal, percent, numerator, denominator, compare, estimate, total
  • Access supports: one representation at a time before comparison tasks, short directions, worked examples, vocabulary strips, and sentence frames for explaining equivalence
  • Output: 3-page worksheet sequence, teacher notes, exit ticket, answer-key recomputation, and preview proof for mobile scan

3-page worksheet sequence

Page 1 should use place-value charts and hundredths grids. Students build 0.4, 0.40, and 0.47, then explain why digits to the right of the decimal point change value by place. The visual model should make tenths and hundredths visible before asking for comparison.

Page 2 should connect fractions and decimals on number lines and grids. Students shade 25/100, write 0.25, and compare it to 1/4. The task should include one worked example that shows how equivalent forms can name the same amount.

Page 3 should move into percent models and multi-step word problems. Students connect 75/100, 0.75, and 75 percent, then solve short classroom contexts that require choosing a model before calculating. This is where teacher notes matter, because errors often come from choosing the wrong representation, not from computation alone.

Teacher notes and answer checks

Teacher notes should flag common misconceptions: reading 0.47 as forty-seven tenths, treating 0.4 and 0.40 as different quantities, comparing decimals by digit count, and converting percent without checking the hundredths relationship. The answer key should be recomputed from the model: shade count, fraction form, decimal form, percent form, and final comparison should all agree.

This is not official ministry material, not a diagnostic assessment, not an automated IEP, and not a guaranteed outcome. It is a teacher-facing example that should be reviewed for curriculum fit, accessibility, and answer accuracy before classroom use.

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