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Chapter 2: Ratio, Rate, and Percent - Nelson Education

Chapter 2: Ratio, Rate, and Percent - Nelson Education

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Content QEP Concepts QEP Processes Addressing Concepts <strong>and</strong> ProcessesLesson 3: Solving <strong>Rate</strong>Problems, pp. 46–49Arithmetic: Number Sense With Regardto Decimal <strong>and</strong> Fractional Notation <strong>and</strong>Operation Sense• Reading, writing, variousrepresentations, patterns, properties• Fractional, decimal <strong>and</strong> exponential(integral exponent) notation;percentage, square rootArithmetic: Underst<strong>and</strong>ingProportionality• <strong>Ratio</strong> <strong>and</strong> rate• <strong>Ratio</strong>s <strong>and</strong> equivalent rates• Unit rate• Proportion• Equality of ratios <strong>and</strong> ratesArithmetic: Different Ways of Writing <strong>and</strong>Representing Numbers• Recognizing <strong>and</strong> using equivalent waysof writing numbers:• Equivalent fractions• Simplification <strong>and</strong> reduction• Switching from one way of writingnumbers to another or from one type ofrepresentation to anotherArithmetic: Working With a ProportionalSituation• Comparison of ratios <strong>and</strong> rates• Recognizing a proportional situation byreferring to the context, a table ofvalues or a graph• Solving a proportional situationLesson 4: Communicatingabout <strong>Ratio</strong> <strong>and</strong> <strong>Rate</strong>Problems, pp. 50–52Arithmetic: Number Sense With Regardto Decimal <strong>and</strong> Fractional Notation <strong>and</strong>Operation Sense• Reading, writing, variousrepresentations, patterns, properties• Fractional, decimal <strong>and</strong> exponential(integral exponent) notation;percentage, square rootArithmetic: Underst<strong>and</strong>ingProportionality• <strong>Ratio</strong> <strong>and</strong> rate• <strong>Ratio</strong>s <strong>and</strong> equivalent rates• Proportion• Equality of ratios <strong>and</strong> ratesArithmetic: Different Ways of Writing <strong>and</strong>Representing Numbers• Recognizing <strong>and</strong> using equivalent waysof writing numbers:• Equivalent fractions• Simplification <strong>and</strong> reductionArithmetic: Working With a ProportionalSituation• Comparison of ratios <strong>and</strong> rates• Recognizing a proportional situation byreferring to the context, a table ofvalues or a graph• Solving a proportional situationCurious Math: Food<strong>Ratio</strong>s, p. 53Arithmetic: Number Sense With Regardto Decimal <strong>and</strong> Fractional Notation <strong>and</strong>Operation Sense• Reading, writing, variousrepresentations, patterns, properties• Fractional, decimal <strong>and</strong> exponential(integral exponent) notation;percentage, square rootArithmetic: Underst<strong>and</strong>ingProportionality• <strong>Ratio</strong> <strong>and</strong> rate• <strong>Ratio</strong>s <strong>and</strong> equivalent rates• Proportion• Equality of ratios <strong>and</strong> ratesArithmetic: Different Ways of Writing <strong>and</strong>Representing Numbers• Recognizing <strong>and</strong> using equivalent waysof writing numbers:• Equivalent fractions• Simplification <strong>and</strong> reductionArithmetic: Working With a ProportionalSituation• Comparison of ratios <strong>and</strong> rates• Recognizing a proportional situation byreferring to the context, a table ofvalues or a graph• Solving a proportional situationOptionalMid-<strong>Chapter</strong> Review:pp. 54–55Assessment OpportunityLesson 5: <strong>Ratio</strong>s as<strong>Percent</strong>s, pp. 56–59Arithmetic: Number Sense With Regardto Decimal <strong>and</strong> Fractional Notation <strong>and</strong>Operation Sense• Reading, writing, variousrepresentations, patterns, properties• Fractional, decimal <strong>and</strong> exponential(integral exponent) notation;percentage, square rootArithmetic: Underst<strong>and</strong>ingProportionality• <strong>Ratio</strong> <strong>and</strong> rate• <strong>Ratio</strong>s <strong>and</strong> equivalent rates• Proportion• Equality of ratios <strong>and</strong> rates• <strong>Ratio</strong> <strong>and</strong> proportionality coefficientArithmetic: Different Ways of Writing <strong>and</strong>Representing Numbers• Recognizing <strong>and</strong> using equivalent waysof writing numbers:• Equivalent fractions• Simplification <strong>and</strong> reduction• Switching from one way of writingnumbers to another or from one type ofrepresentation to anotherArithmetic: Working With a ProportionalSituation• Comparison of ratios <strong>and</strong> rates• Recognizing a proportional situation byreferring to the context, a table ofvalues or a graph• Solving a proportional situationCopyright © 2009 by <strong>Nelson</strong> <strong>Education</strong> Ltd.Teacher’s Resource Supplement Planning Charts5

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