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Mathematics of Industry & Government

Mathematics (2021-)Grades 09, 10, 11, 12CSP ID: AB6E6F50DDF047E8BC3EE2CCFD33DCCC_D21311374_grades-09-10-11-12Standards: 61

Standards

Showing 61 of 61 standards.

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2EEF67DD55DE4CC7BC46ECE45EBE9672

Depth 0

Mathematical Practices

Big Idea

Big Idea

Depth 0

Mathematical Modeling

Big Idea

Big Idea

Depth 0

Abstract Reasoning & Deterministic Decision-Making – Linear Programming

Big Idea

Big Idea

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Abstract Reasoning & Deterministic Decision-Making – Optimal Locations

Big Idea

Big Idea

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Abstract Reasoning & Deterministic Decision-Making – Optimal Paths

Big Idea

Big Idea

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Abstract Reasoning & Probabilistic Decision-Making – Normal Distributions

Big Idea

Big Idea

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Abstract Reasoning & Probabilistic Decision-Making – Binomial, Geometric, and Poisson Distributions

Big Idea

Big Idea

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Probabilistic Reasoning – Probabilistic Models

Big Idea

Big Idea

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Abstract Reasoning & Probabilistic Decision-Making – Simulations

Big Idea

Big Idea

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Abstract Reasoning & Probabilistic Decision-Making – Fair Representation

MIG.MP

Standard

Depth 1

Display perseverance and patience in problem-solving. Demonstrate skills and strategies needed to succeed in mathematics, including critical thinking, reasoning, and effective collaboration and expression. Seek help and apply feedback. Set and monitor goals.

MIG.MP.1

Standard

Depth 1

Make sense of problems and persevere in solving them.

MIG.MP.2

Standard

Depth 1

Reason abstractly and quantitatively.

MIG.MP.3

Standard

Depth 1

Construct viable arguments and critique the reasoning of others.

MIG.MP.4

Standard

Depth 1

Model with mathematics.

MIG.MP.5

Standard

Depth 1

Use appropriate tools strategically.

MIG.MP.6

Standard

Depth 1

Attend to precision.

MIG.MP.7

Standard

Depth 1

Look for and make use of structure.

MIG.MP.8

Standard

Depth 1

Look for and express regularity in repeated reasoning.

MIG.MM.1

Standard

Depth 1

Apply mathematics to real-life situations; model real-life phenomena using mathematics.

MIG.ARDDM.2

Standard

Depth 1

Solve contextual, mathematical problems involving linear programming and use the mathematics as a model to make decisions about real life phenomena.

MIG.ARDDM.3

Standard

Depth 1

Solve contextual, mathematical problems involving optimal locations and use the mathematics as a model to make decisions about real life phenomena.

MIG.ARDDM.4

Standard

Depth 1

Solve contextual, mathematical problems involving optimal paths and use the mathematics as a model to make decisions about real life phenomena.

MIG.ARPDM.5

Standard

Depth 1

Solve contextual, mathematical problems with normal distributions to make appropriate decisions.

MIG.ARPDM.6

Standard

Depth 1

Solve contextual, mathematical problems using other distributions (e.g., binomial, geometric, and Poisson) as well as simulations to make appropriate decisions.

MIG.PR.7

Standard

Depth 1

Use probabilistic models to make appropriate decisions.

MIG.ARPDM.8

Standard

Depth 1

Use simulations to make appropriate decisions.

MIG.ARPDM.9

Standard

Depth 1

Using quantitative reasoning, determine fair methods to reflect the wishes of a larger population with representatives.

MIG.MM.1.1

Expectation

Depth 2

Explain contextual, mathematical problems using a mathematical model.

MIG.MM.1.2

Expectation

Depth 2

Create mathematical models to explain phenomena that exist in the natural sciences, social sciences, liberal arts, fine and performing arts, and/or humanities contexts.

MIG.MM.1.3

Expectation

Depth 2

Using abstract and quantitative reasoning, make decisions about information and data from a contextual situation.

MIG.MM.1.4

Expectation

Depth 2

Use various mathematical representations and structures with this information to represent and solve real-life problems.

MIG.ARDDM.2.1

Expectation

Depth 2

Use advanced linear programming to make decisions and interpret results in real-life contexts.

MIG.ARDDM.2.2

Expectation

Depth 2

Distinguish among continuous, integer, and binary contexts

MIG.ARDDM.2.3

Expectation

Depth 2

Model and interpret results of a contextual problem with three or more variables using linear programming.

MIG.ARDDM.2.4

Expectation

Depth 2

Solve problems with three or more variables using technology and principles of linear programming.

MIG.ARDDM.2.5

Expectation

Depth 2

Examine cause and effect of contextual changes.

MIG.ARDDM.3.1

Expectation

Depth 2

Find the optimal median location in a one-dimensional context.

MIG.ARDDM.3.2

Expectation

Depth 2

Find the optimal median location in a rectilinear context.

MIG.ARDDM.3.3

Expectation

Depth 2

Find the optimal location given three equally weighted, noncollinear points

MIG.ARDDM.3.4

Expectation

Depth 2

Find the optimal location in a set covering context.

MIG.ARDDM.4.1

Expectation

Depth 2

Relate context to a network representation.

MIG.ARDDM.4.2

Expectation

Depth 2

Apply appropriate recursive algorithms.

MIG.ARDDM.4.3

Expectation

Depth 2

Examine alternate decisions in response to contextual changes.

MIG.ARPDM.5.1

Expectation

Depth 2

Use properties of normal distributions to make decisions about optimization and efficiency.

MIG.ARPDM.5.2

Expectation

Depth 2

Calculate, analyze and interpret theoretical and empirical probabilities using standardized and non-standardized data.

MIG.ARPDM.5.3

Expectation

Depth 2

Consider contextual factors and investigate issues within the decision-making process.

MIG.ARPDM.5.4

Expectation

Depth 2

Apply techniques to quality control settings.

MIG.ARPDM.6.1

Expectation

Depth 2

Calculate theoretical and empirical probabilities using standardized and non-standardized data.

MIG.ARPDM.6.2

Expectation

Depth 2

Analyze and interpret the probabilities in terms of context.

MIG.ARPDM.6.3

Expectation

Depth 2

Consider contextual factors and investigate issues within the decision-making process.

MIG.PR.7.1

Expectation

Depth 2

Use program evaluation review technique (PERT) to investigate completion times of a project.

MIG.PR.7.2

Expectation

Depth 2

Develop and apply transition matrices to make predictions using Markov Chains.

MIG.PR.7.3

Expectation

Depth 2

Apply queuing theory

MIG.PR.7.4

Expectation

Depth 2

Consider contextual factors and investigate issues within the decision-making process.

MIG.ARPDM.8.1

Expectation

Depth 2

Use technology to simulate a real-world situation.

MIG.ARPDM.8.2

Expectation

Depth 2

Analyze, evaluate, and interpret results of simulations.

MIG.ARPDM.8.3

Expectation

Depth 2

Examine alternate decisions in response to contextual changes of simulations.

MIG.ARPDM.9.1

Expectation

Depth 2

Develop and analyze fair methods for voting.

MIG.ARPDM.9.2

Expectation

Depth 2

Develop and analyze fair methods for apportioning representatives.

MIG.ARPDM.9.3

Expectation

Depth 2

Develop fair methods for setting voting district boundaries.

Framework metadata

Source document
Georgia Mathematics Standards: Mathematics of Industry & Government (2021)
Normalized subject
Math