Grade 3 Ontario math worksheets
41 of 46 Grade 3 expectations with a printable sheet · Ages 8–9
The wording beside each code is our own short summary of what the specific expectation asks for, not its official text. For that, see the Ontario Ministry of Education.
Number Sense
- 3.B1.1
Read, represent, compose and decompose whole numbers up to and including 1000.
- 3.B1.2
Compare and order whole numbers up to and including 1000.
Partial Compares two three-digit numbers. Does not order a list.
- 3.B1.3
Round whole numbers to the nearest ten or hundred.
- 3.B1.4
Count to 1000, including by 50s, 100s and 200s.
Partial Skip counts by 5s to 100; 10s, 20s and 25s to 200 are settings on the same maker. Does not count by 50s, 100s or 200s, or reach 1000.
- 3.B1.5
Use place value to describe multi-digit numbers, including with base ten materials.
- 3.B1.6
Solve fair-share problems sharing up to 20 items among many sharers.
- 3.B1.7
Solve fair-share problems that use equivalent fractions.
Operations
- 3.B2.1
Use the properties of operations and the relationship between multiplication and division.
- 3.B2.2
Recall the multiplication facts of 2, 5 and 10 and the related division facts.
Partial Practices multiplication and division facts across all tables to 10; this expectation asks for 2, 5 and 10 only.
- 3.B2.3
Use mental math to add and subtract whole numbers up to 1000.
- 3.B2.4
Understand the algorithms for adding and subtracting whole numbers.
- 3.B2.5
Solve addition and subtraction problems with totals up to 1000.
- 3.B2.6
Represent multiplication up to 10 × 10 and division up to 100 ÷ 10 using arrays.
Partial Practices multiplication and division facts, but does not model them with arrays.
- 3.B2.7
Solve multiplication and division problems, including groups of a half or a third.
- 3.B2.8
Connect the numerator of a fraction to repeated addition of the unit fraction.
- 3.B2.9
Use the ratios 1 to 2, 1 to 5 and 1 to 10 to scale numbers up.
Partial Reads and writes the ratio. Does not use it to scale a quantity.
Patterns and Relationships
- 3.C1.1
Identify repeating elements and operations in a variety of patterns.
- 3.C1.2
Create and translate patterns using shapes, numbers and tables of values.
Partial Generates the pattern and plots it. Does not translate between representations.
- 3.C1.3
Determine pattern rules and identify missing elements.
- 3.C1.4
Create patterns that illustrate relationships among whole numbers up to 1000.
Equations and Inequalities
- 3.C2.1
Describe how variables are used and use them in context.
Partial Evaluates an expression with a letter in it. Does not ask what a variable is for.
- 3.C2.2
Determine whether sets of expressions in all four operations are equivalent.
- 3.C2.3
Identify and use equivalent relationships for whole numbers up to 1000.
Partial Finds unknowns in addition and subtraction equations within 20; this expectation reaches 1000.
Data Literacy
- 3.D1.1
Sort data by two and three attributes using Venn, Carroll and tree diagrams.
Partial Sorts by two attributes, in a Venn or a Carroll diagram. Does not sort by three or draw a tree diagram.
- 3.D1.3
Display data in many-to-one pictographs and bar graphs with appropriate scales.
- 3.D1.4
Determine the mean and identify the mode, and explain what each indicates.
- 3.D1.5
Analyse data in frequency tables and in graphs with different scales.
Probability
- 3.D2.1
Describe likelihood as impossible, unlikely, equally likely, likely or certain.
Geometric and Spatial Reasoning
- 3.E1.1
Sort cubes, prisms, pyramids, cylinders and cones by faces, edges and vertices.
- 3.E1.2
Compose and decompose structures and identify the shapes they contain.
- 3.E1.3
Identify congruent lengths, angles and faces of three-dimensional objects.
Partial Applies a rigid motion in the plane. Does not judge congruence of solids by matching.
Measurement
- 3.E2.1
Estimate, measure and compare the perimeters of polygons and curved shapes.
- 3.E2.2
Explain the relationships between millimetres, centimetres, metres and kilometres.
- 3.E2.3
Use non-standard units to estimate, measure and compare capacity.
Partial Reads a marked beaker. Does not use non-standard units or ask about overfilling.
- 3.E2.4
Compare, estimate and measure mass using a pan balance and non-standard units.
Partial Reads a marked scale. Does not use a pan balance or non-standard units.
- 3.E2.5
Measure one attribute with units of different sizes and compare the results.
Partial Measures with one unit. Does not ask why a different unit gives a different count.
- 3.E2.6
Tell time in hours, minutes and seconds using analog and digital clocks.
- 3.E2.7
Compare areas by matching, covering, or decomposing and recomposing shapes.
- 3.E2.8
Use non-standard units to measure area and explain the effect of gaps and overlaps.
Partial Counts unit squares that tile exactly. Does not ask about gaps or overlaps.
- 3.E2.9
Use square centimetres and square metres to estimate, measure and compare areas.
Money and Finances
- 3.F1.1
Estimate and calculate the change required for simple cash transactions.
Partial Works out Canadian change exactly; it does not ask for an estimate first.
Not a worksheet
These expectations have no sheet, for three different reasons. Listing them is the point — a catalog that showed only the hits would say this grade is fuller than it is.
Coding (2) — writing and running code. A printable cannot execute anything, and the execution is the expectation.
- 3.C3.1Write and execute code involving sequential, concurrent and repeating events.
- 3.C3.2Read and alter existing code and describe how the changes affect the outcome.
3.D1.2 — Collect qualitative and quantitative data and organize it.
Collecting the data — by observation, experiment or interview. That is the part of statistics that happens before there is anything on paper.
3.D2.2 — Predict whether the mean and mode will repeat in a second population.
Predicting whether a second population will behave like the first, then testing it by collecting more data. The test is the expectation.
3.E1.4 — Give and follow multistep movement instructions including distances and turns.
A route through a space, given and followed — see 1.E1.5.