Relationships between Quantities

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    Apply operations of rational numbers to solve problems.

    1. 1

      Solve addition, subtraction, multiplication, and division real-world problems involving whole numbers and decimals (i.e., money) using visuals and/or a calculator.A.M.2HS.1

Linear Functions and Modeling

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    Interpret functions that arise in applications in terms of a context.

    1. 2

      Given a linear function represented by a table, determine the rate of change and find missing value. For example: A.M.2HS.2

    2. 3

      Given a real-world function, find the possible values of the domain (e.g., Could you work 10 days a week? How many days a week can you work?).A.M.2HS.3

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    Cluster: Analyze representation of functions.

    1. 4

      Compare two functions represented in different tables (e.g., Store A’s Discount Table and Store B’s Discount Table) to answer questions. A.M.2HS.4

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    Cluster: Build a function that models a relationship between two quantities.

    1. 5

      Given a real-world situation, complete a given table. For example: A.M.2HS.5

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    Cluster: Construct and compare linear models and solve problems.

    1. 6

      Given two tables representing linear real-world function, determine which is increasing at a greater rate.A.M.2HS.6

Expressions and Equations

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    Cluster: Interpret the structure of expressions.

    1. 7

      Given a real-world problem and a choice of two algebraic expressions involving arithmetic operations, identify the algebraic expression that models the situation.A.M.2HS.7

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    Cluster: Write expressions in equivalent forms to solve problems.

    1. 8

      Solve an algebraic expression involving arithmetic operations to represent a real-world problem (e.g., Jan has $10. She buys a loaf of bread for $2 and a gallon of milk. She now has $5. What is the cost of the milk?)A.M.2HS.8

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    Cluster: Create equations that describe numbers or relationships.

    1. 9

      Determine solutions to equations that model real-world problem situations with two unknowns (e.g., given a set of options, find solutions for x + y + $2 = $6.25). A.M.2HS.9

    2. 10

      Solve multi-step word problems, represent these problems using formulas with a letter standing for the unknown quantity. Assess the reasonableness of answers.A.M.2HS.10

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    Cluster: Solve equations in one variable.

    1. 11

      Given choices and use of a calculator, solve quadratic equations in one variable by inspection (e.g., for x² = 49).A.M.2HS.11

Applications of Probability

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    Cluster: Make predictions.

    1. 12

      Make predictions involving real world causeand-effect situations. A.M.2HS.12

    2. 13

      Recognize that two events A and B are independent.A.M.2HS.13

    3. 14

      Use probabilities to make fair decisions in real world situations (e.g., drawing by lots or using a random number generator).A.M.2HS.14

Similarity, Parallel Lines, and Coordinates

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    Cluster: Understand similarity in terms of similarity transformations.

    1. 15

      Given two figures, decide if they are similar.A.M.2HS.15

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    Cluster: Identify congruent angles.

    1. 16

      Given parallel lines cut by a transversal, identify congruent angles. A.M.2HS.16

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    Cluster: Use coordinates to partition line segments.

    1. 17

      From a list of several examples of points on a directed line segment between two given points, determine which one partitions the segment in a given ratio. Limit to halves and thirds.A.M.2HS.17

Measurement and Volume

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    Cluster: Use measurement and volume formulas to solve problems.

    1. 18

      Measure quantities accurately (e.g., follow a recipe).A.M.2HS.18

    2. 19

      Given a list of volume formulas for cylinders, pyramids, cones, and spheres identify the correct formula to solve real-world problems.A.M.2HS.19

Frequently asked questions

What grade levels do these standards cover?
Grade 9, Grade 10, Grade 11, and Grade 12