The table shows the number of points Kevin Durant Playoff Game Points Scored scored per game in the playoffs. 1 30 2 22 3 19 If the mean number of points scored for all playoff 4 34 games is 27, how many points did Kevin Durant 5 28 score in game 7? 6 27 18 27 7 X 29 30 Paul’s 7 quizzes had a mean score of 80%. If he scores a 100% on his next quiz, what will be his mean quiz score for these 8 quizzes? 82.5% 90% 85% 87 Assessment: 7th Grade Math Date Created: 6.20.2011 Created By: Amber Stangl Alignment Total Weight Coverage aligned to Overall % of total # of questions on LEARNING GOALS questions on the OCCT/test the assessment assessment coverage Algebraic Reasoning: Patterns and Relationships: Identify, describe, and analyze functional relationships (linear and non-linear) between two variables (e.g. as the value of x 1-5 5 10% increases on a table, do the values of y increase or decrease, identify a positive rate of change on a graph and compare it to a negative rate of change) 1.2 Algebraic Reasoning: Patterns and Relationships: Write and solve two-step equations with one variable using number 6-10 5 10% sense, the properties of operations, and the properties of equality. 1.3 Algebraic Reasoning: Patterns and Relationships, Inequalities: Model, write, 11-15 5 10%
Playoff Game Points Scored 1 30 2 22 3 19 4 34 5 28 6 27 7 X The table shows the number of points Kevin Durant scored per game in the playoffs. If the mean number of points scored for all playoff games is 27, how many points did Kevin Durant score in game 7? 18 27 29 30 Paul’s 7 quizzes had a mean score of 80%. If he scores a 100% on his next quiz, what will be his mean quiz score for these 8 quizzes? 82.5% 90% 85% 87 Assessment: 7th Grade Math Date Created: 6.20.2011 Created By: Amber Stangl LEARNING GOALS Alignment aligned to questions on the assessment Coverage # of questions on the assessment Total Weight Overall % of total OCCT/test coverage Algebraic Reasoning: Patterns and Relationships: Identify, describe, and analyze functional relationships (linear and non-linear) between two variables (e.g. as the value of x increases on a table, do the values of y increase or decrease, identify a positive rate of change on a graph and compare it to a negative rate of change) 1-5 5 10% 1.2 Algebraic Reasoning: Patterns and Relationships: Write and solve two-step equations with one variable using number sense, the properties of operations, and the properties of equality. 6-10 5 10% 1.3 Algebraic Reasoning: Patterns and Relationships, Inequalities: Model, write, 11-15 5 10%
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