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This partially constructed Core Resource is intended to support students in making connections between the sample spaces for events and the formulas that can be used to calculate the probability of those events occurring.

This partially completed Core Resource supports students in selecting function models based on scatter plots and interpreting the fit of those models to the graphs.

Students will look at examples of Even and Odd functions to generate their own definitions and then further refine their definitions and understanding with a matching activity. There will also be opportunity for students to re-visit and refine their understanding of different function families.

The goal of these resources is to activate students’ current understanding of probability and to help students make the connection between experimental and theoretical probability and to see that there is more variability for a small number of trials than for a larger number of trials.

This is a set of different kinds of graph paper one might find useful in their teaching.

This Core Resource students in building on what students know from Algebra I on solving quadratic equations.

This Core Resource supports students in connecting what they have learned about operations with polynomials to rational functions.

This multiple-day resource supports students in making connections between the equation of a polynomial function and its roots.

This Core Resource supports students in developing fluency in manipulating algebraic structures to solve equations.

This incomplete Core Resource is designed to support students in understanding the Unit Circle and how it is connected to right triangle trigonometry.

Connect what students know about reading and creating frequency distributions, calculating mean and standard deviation for a set of data, and calculating probabilities of events occurring to determine if a sample and control group are statistically significantly different.

This Core Resource does not yet emphasis the distinction between joint, marginal, and conditional relative frequencies.