
My daughter went from struggling with integers to confidently solving equations. Her teacher noticed the improvement in just six weeks.
Jennifer K.

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OE_ID | Expectations | StudyPug Topic |
|---|---|---|
ON.OE.7.B.1.1 | B1.1 Rational Numbers: represent and compare whole numbers up to and including one billion, including in expanded form using powers of ten, and describe various ways they are used in everyday life |
ON.OE.7.B.1.2 | B1.2 Rational Numbers: identify and represent perfect squares, and determine their square roots, in various contexts |
ON.OE.7.B.1.3 | B1.3 Rational Numbers: read, represent, compare, and order rational numbers, including positive and negative fractions and decimal numbers to thousandths, in various contexts |
ON.OE.7.B.1.4 | B1.4 Fractions, Decimals, and Percents: use equivalent fractions to simplify fractions, when appropriate, in various contexts |
ON.OE.7.B.1.5 | B1.5 Fractions, Decimals, and Percents: generate fractions and decimal numbers between any two quantities |
ON.OE.7.B.1.6 | B1.6 Fractions, Decimals, and Percents: round decimal numbers to the nearest tenth, hundredth, or whole number, as applicable, in various contexts |
ON.OE.7.B.1.7 | B1.7 Fractions, Decimals, and Percents: convert between fractions, decimal numbers, and percents, in various contexts |
ON.OE.7.B.2.1 | B2.1 Properties and Relationships: use the properties and order of operations, and the relationships between operations, to solve problems involving whole numbers, decimal numbers, fractions, ratios, rates, and percents, including those requiring multiple steps or multiple operations |
ON.OE.7.B.2.2 | B2.2 Math Facts: understand and recall commonly used percents, fractions, and decimal equivalents |
ON.OE.7.B.2.3 | B2.3 Mental Math: use mental math strategies to multiply and divide whole numbers and decimal numbers up to thousandths by powers of ten, and explain the strategies used |
ON.OE.7.B.2.6 | B2.6 Multiplication and Division: multiply and divide fractions by fractions, using tools in various contexts |
ON.OE.7.B.2.7 | B2.7 Multiplication and Division: multiply and divide integers, using appropriate strategies, in various contexts |
ON.OE.7.B.2.9 | B2.9 Multiplication and Division: use the relationships between multiplication and division, and the distributive property, to multiply and divide decimal numbers by whole numbers, using appropriate tools, in various contexts |
ON.OE.7.B.2.10 | B2.10 Multiplication and Division: identify proportional and non-proportional situations and apply proportional reasoning to solve problems |
ON.OE.7.C.1.1 | C1.1 Patterns: identify and compare a variety of repeating, growing, and shrinking patterns, including patterns found in real-life contexts, and compare linear growing patterns on the basis of their constant rates and initial values |
ON.OE.7.C.1.2 | C1.2 Patterns: create and translate repeating, growing, and shrinking patterns involving whole numbers and decimal numbers using various representations, including algebraic expressions and equations for linear growing patterns |
ON.OE.7.C.1.3 | C1.3 Patterns: determine pattern rules and use them to extend patterns, make and justify predictions, and identify missing elements in repeating, growing, and shrinking patterns involving whole numbers and decimal numbers, and use algebraic representations of the pattern rules to solve for unknown values in linear growing patterns |
ON.OE.7.C.1.4 | C1.4 Patterns: create and describe patterns to illustrate relationships among integers |
ON.OE.7.C.2.1 | C2.1 Variables and Expressions: add and subtract monomials with a degree of 1 that involve whole numbers, using tools |
ON.OE.7.C.2.3 | C2.3 Equalities and Inequalities: solve equations that involve multiple terms, whole numbers, and decimal numbers in various contexts, and verify solutions |
ON.OE.7.C.2.4 | C2.4 Equalities and Inequalities: solve inequalities that involve multiple terms and whole numbers, and verify and graph the solutions |
ON.OE.7.D.1.1 | D1.1 Data Collection and Organization: explain why percentages are used to represent the distribution of a variable for a population or sample in large sets of data, and provide examples |
ON.OE.7.D.1.3 | D1.3 Data Visualization: select from among a variety of graphs, including circle graphs, the type of graph best suited to represent various sets of data; display the data in the graphs with proper sources, titles, and labels, and appropriate scales; and justify their choice of graphs |
ON.OE.7.D.1.5 | D1.5 Data Analysis: determine the impact of adding or removing data from a data set on a measure of central tendency, and describe how these changes alter the shape and distribution of the data |
ON.OE.7.D.1.6 | D1.6 Data Analysis: analyse different sets of data presented in various ways, including in circle graphs and in misleading graphs, by asking and answering questions about the data, challenging preconceived notions, and drawing conclusions, then make convincing arguments and informed decisions |
ON.OE.7.D.2.1 | D2.1 Probability: describe the difference between independent and dependent events, and explain how their probabilities differ, providing examples |
ON.OE.7.D.2.2 | D2.2 Probability: determine and compare the theoretical and experimental probabilities of two independent events happening and of two dependent events happening |
ON.OE.7.E.1.1 | E1.1 Geometric Reasoning: describe and classify cylinders, pyramids, and prisms according to their geometric properties, including plane and rotational symmetry |
ON.OE.7.E.1.3 | E1.3 Location and Movement: perform dilations and describe the similarity between the image and the original shape |
ON.OE.7.E.1.4 | E1.4 Location and Movement: describe and perform translations, reflections, and rotations on a Cartesian plane, and predict the results of these transformations |
ON.OE.7.E.2.1 | E2.1 The Metric System: describe the differences and similarities between volume and capacity, and apply the relationship between millilitres (mL) and cubic centimetres (cm3) to solve problems |
ON.OE.7.E.2.3 | E2.3 Circles: use the relationships between the radius, diameter, and circumference of a circle to explain the formula for finding the circumference and to solve related problems |
ON.OE.7.E.2.5 | E2.5 Circles: show the relationships between the radius, diameter, and area of a circle, and use these relationships to explain the formula for measuring the area of a circle and to solve related problems |
ON.OE.7.E.2.6 | E2.6 Volume and Surface Area: represent cylinders as nets and determine their surface area by adding the areas of their parts |
ON.OE.7.E.2.7 | E2.7 Volume and Surface Area: show that the volume of a prism or cylinder can be determined by multiplying the area of its base by its height, and apply this relationship to find the area of the base, volume, and height of prisms and cylinders when given two of the three measurements |
ON.OE.7.F.1.5 | F1.5 Consumer and Civic Awareness: explain how interest rates can impact savings, investments, and the cost of borrowing to pay for goods and services over time |
ON.OE.7.F.1.6 | F1.6 Consumer and Civic Awareness: compare interest rates and fees for different accounts and loans offered by various financial institutions, and determine the best option for different scenarios |
Grade 7 Lessons
Video Explanations
Practice Problems
Ontario Standards
Marcus T.
Priya S.
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Everything you need to know about Grade 7 Math with StudyPug
What Ontario Grade 7 Math topics does StudyPug cover?
StudyPug covers all Ontario Grade 7 Math curriculum topics including integers, rational numbers, algebraic expressions, equations, patterns, geometry, circles, volume, surface area, and data management.
How does StudyPug prepare students for EQAO assessments?
StudyPug includes EQAO-aligned practice questions and video lessons that match the assessment format. Students practice problem-solving strategies and question types that appear on the real EQAO test.
Can StudyPug help if my child struggles with integers?
Yes. StudyPug's diagnostic assessment identifies specific integer operation gaps. The platform provides targeted video lessons and adaptive practice that builds confidence with positive and negative numbers step-by-step.
How long does it take to see improvement in Grade 7 Math?
Most Ontario families report visible confidence gains within 3-4 weeks of consistent use. Grade improvements typically appear within 6-8 weeks as students master challenging concepts like algebra and geometry.
Are the teachers familiar with Ontario curriculum?
Yes. All StudyPug instructors are Canadian certified teachers with expertise in the Ontario Grade 7 Math curriculum. They understand provincial standards and EQAO expectations for this grade level.

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