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Ontario Grade 12 Foundations Math (MAP4C) | StudyPugHelp
OE_ID | Expectations | StudyPug Topic |
|---|---|---|
ON.OE.12FC.A1.1 | 12FC.A1.1: Determine, through investigation, the exponent laws for multiplying and dividing algebraic expressions involving exponents and the exponent law for simplifying algebraic expressions involving a power of a power |
ON.OE.12FC.A1.2 | 12FC.A1.2: Simplify algebraic expressions containing integer exponents using the laws of exponents |
ON.OE.12FC.A1.3 | 12FC.A1.3: Determine, through investigation using a variety of tools and strategies, the value of a power with a rational exponent |
ON.OE.12FC.A1.4 | 12FC.A1.4: Evaluate, with or without technology, numerical expressions involving rational exponents and rational bases |
ON.OE.12FC.A1.5 | 12FC.A1.5: Solve simple exponential equations numerically and graphically, with technology |
ON.OE.12FC.A1.6 | 12FC.A1.6: Solve problems involving exponential equations arising from real-world applications by using a graph or table of values generated with technology from a given equation |
ON.OE.12FC.A1.7 | 12FC.A1.7: Solve exponential equations in one variable by determining a common base |
ON.OE.12FC.A2.1 | 12FC.A2.1: Interpret graphs to describe a relationship, using language and units appropriate to the context |
ON.OE.12FC.A2.2 | 12FC.A2.2: Describe trends based on given graphs, and use the trends to make predictions or justify decisions |
ON.OE.12FC.A2.3 | 12FC.A2.3: Recognize that graphs and tables of values communicate information about rate of change, and use a given graph or table of values for a relation to identify the units used to measure rate of change |
ON.OE.12FC.A2.4 | 12FC.A2.4: Identify when the rate of change is zero, constant, or changing, given a table of values or a graph of a relation, and compare two graphs by describing rate of change |
ON.OE.12FC.A2.5 | 12FC.A2.5: Compare, through investigation with technology, the graphs of pairs of relations by describing the initial conditions and the behaviour of the rates of change |
ON.OE.12FC.A2.6 | 12FC.A2.6: Recognize that a linear model corresponds to a constant increase or decrease over equal intervals and that an exponential model corresponds to a constant percentage increase or decrease over equal intervals, select a model to represent the relationship between numerical data graphically and algebraically, using a variety of tools and strategies, and solve related problems |
ON.OE.12FC.A3.1 | 12FC.A3.1: Solve equations of the form x^n = a using rational exponents |
ON.OE.12FC.A3.2 | 12FC.A3.2: Determine the value of a variable of degree no higher than three, using a formula drawn from an application, by first substituting known values and then solving for the variable, and by first isolating the variable and then substituting known values |
ON.OE.12FC.A3.3 | 12FC.A3.3: Make connections between formulas and linear, quadratic, and exponential functions, using a variety of tools and strategies |
ON.OE.12FC.A3.4 | 12FC.A3.4: Solve multi-step problems requiring formulas arising from real-world applications |
ON.OE.12FC.C1.1 | 12FC.C1.1: Perform required conversions between the imperial system and the metric system using a variety of tools, as necessary within applications |
ON.OE.12FC.C1.2 | 12FC.C1.2: Solve problems involving the areas of rectangles, triangles, and circles, and of related composite shapes, in situations arising from real-world applications |
ON.OE.12FC.C1.3 | 12FC.C1.3: Solve problems involving the volumes and surface areas of rectangular prisms, triangular prisms, and cylinders, and of related composite figures, in situations arising from real-world applications |
ON.OE.12FC.C2.1 | 12FC.C2.1: Recognize, through investigation using a variety of tools and strategies, and explain the significance of optimal perimeter, area, surface area, and volume in various applications |
ON.OE.12FC.C2.2 | 12FC.C2.2: Determine, through investigation using a variety of tools and strategies, the optimal dimensions of a two-dimensional shape in metric or imperial units for a given constraint |
ON.OE.12FC.C2.3 | 12FC.C2.3: Determine, through investigation using a variety of tools and strategies, the optimal dimensions of a right rectangular prism, a right triangular prism, and a right cylinder in metric or imperial units for a given constraint |
ON.OE.12FC.C3.1 | 12FC.C3.1: Solve problems in two dimensions using metric or imperial measurements, including problems that arise from real-world applications, by determining the measures of the sides and angles of right triangles using the primary trigonometric ratios, and of acute triangles using the sine law and the cosine law |
ON.OE.12FC.C3.2 | 12FC.C3.2: Make connections between primary trigonometric ratios of obtuse angles and of acute angles, through investigation using a variety of tools and strategies |
ON.OE.12FC.C3.3 | 12FC.C3.3: Determine the values of the sine, cosine, and tangent of obtuse angles |
ON.OE.12FC.C3.4 | 12FC.C3.4: Solve problems involving oblique triangles, including those that arise from real-world applications, using the sine law and the cosine law, and using metric or imperial units |
ON.OE.12FC.D1.1 | 12FC.D1.1: Distinguish situations requiring one-variable and two-variable data analysis, describe the associated numerical summaries and graphical summaries, and recognize questions that each type of analysis addresses |
ON.OE.12FC.D1.2 | 12FC.D1.2: Describe characteristics of an effective survey, and design questionnaires or experiments for gathering two-variable data |
ON.OE.12FC.D1.3 | 12FC.D1.3: Collect two-variable data from primary sources, through experimentation involving observation or measurement, or from secondary sources, and organize and store the data using a variety of tools |
ON.OE.12FC.D1.4 | 12FC.D1.4: Create a graphical summary of two-variable data using a scatter plot, with and without technology |
ON.OE.12FC.D1.5 | 12FC.D1.5: Determine an algebraic summary of the relationship between two variables that appear to be linearly related, using a variety of tools and strategies, and solve related problems |
ON.OE.12FC.D2.1 | 12FC.D2.1: Recognize and interpret common statistical terms and expressions used in the media |
ON.OE.12FC.D2.2 | 12FC.D2.2: Describe examples of indices used by the media and solve problems by interpreting and using indices |
ON.OE.12FC.D2.3 | 12FC.D2.3: Interpret statistics presented in the media, and explain how the media, the advertising industry, and others use and misuse statistics to promote a certain point of view |
Complete MAP4C Coverage
Video Lessons
87
Practice Questions
531
Topics Covered
828
Units
4
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Everything you need to know about mastering MAP4C with StudyPug
What does MAP4C coverage include?
Complete Ontario Grade 12 Foundations for College Mathematics coverage including exponential equations, linear and exponential models, trigonometry (sine and cosine law), geometry and measurement, data management with scatter plots and regression, and personal finance topics like annuities and budgets. All aligned with Ontario curriculum expectations.
How does photo search work?
Simply snap a photo of any homework problem using your phone. Our AI instantly identifies the topic and shows you the exact video lesson you need. Works for equations, graphs, geometry diagrams, and word problems. Get unstuck in seconds instead of searching through topics.
How many practice problems are available?
Over 900 practice questions for MAP4C, covering all 87 topics. Each question includes step-by-step solutions. Practice adapts to your level—questions get harder as you improve. Unlimited retakes on quizzes so you can master every concept before moving forward.
What if I'm falling behind in MAP4C?
Start with our diagnostic to identify exactly what you need to work on. Video lessons break down every concept into clear steps. Practice problems build from basics to advanced. Track your progress to see improvement. Study at your own pace—pause, rewind, and rewatch as many times as needed.
Does StudyPug help with MAP4C exams?
Yes. Practice with exam-style questions covering exponential equations, trigonometry problems, data analysis, and personal finance scenarios. Step-by-step solutions teach problem-solving strategies. Quiz yourself on every unit. Build confidence with unlimited practice before tests and the final exam.
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