Grade 4 Ontario math worksheets

39 of 48 Grade 4 expectations with a printable sheet · Ages 9–10

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

Operations

Patterns and Relationships

Equations and Inequalities

Data Literacy

Probability

Geometric and Spatial Reasoning

Measurement

Money and Finances

  • 4.F1.2

    Calculate the cost of multiple items and the change required.

    Partial Works out Canadian change from one price; it does not total several items 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.

Money and Finances (4) — a strand Math Picnic has never built for, the same decision as the Texas financial literacy strand. This is a gap, not a mismatch.

  • 4.F1.1Identify the methods of payment that can be used to buy goods and services.
  • 4.F1.3Explain spending, saving, earning, investing and donating.
  • 4.F1.4Explain the relationship between spending and saving.
  • 4.F1.5Describe ways of deciding whether something is reasonably priced.

Coding (2) — writing and running code. A printable cannot execute anything, and the execution is the expectation.

  • 4.C3.1Write and execute code involving sequential, concurrent, repeating and nested events.
  • 4.C3.2Read and alter existing code and describe how the changes affect the outcome.

4.D1.2 — Collect data from primary and secondary sources to compare two or more sets.

Collecting the data — by observation, experiment or interview. That is the part of statistics that happens before there is anything on paper.

4.D1.3 — Select the type of graph best suited to a data set and display the data in it.

Choosing between display types for one data set. Each of our data sheets prints one display and asks a question about it.

4.D2.2 — Predict whether the mean, median 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.