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Common Core: Math
Subject: High School Algebra II
65 Results
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- Student Outcomes Students critique and evaluate statements in published reports that involve determining if there is a significant difference between two treatments in a statistical experiment.
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- Student Outcomes Students carry out a statistical experiment to compare two treatments. Given data from a statistical experiment with two treatments, students create a randomization distribution....
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- Student Outcomes Students carry out a statistical experiment to compare two treatments. Given data from a statistical experiment with two treatments, students create a randomization distribution....
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- Student Outcomes Given data from a statistical experiment with two treatments, students create a randomization distribution. Students use a randomization distribution to determine if there is a...
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- Student Outcomes Given data from a statistical experiment with two treatments, students create a randomization distribution. Students use a randomization distribution to determine if there is a...
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- Student Outcomes Given data from a statistical experiment with two treatments, students create a randomization distribution. Students use a randomization distribution to determine if there is a...
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- Student Outcomes Students understand that when one group is randomly divided into two groups, the two groups’ means will differ just by chance (a consequence of the random division). Students...
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- Student Outcomes Given a description of a statistical experiment, students identify the response variable and the treatments. Students recognize the different purposes of random selection and of...
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- Student Outcomes Students interpret margin of error from reports that appear in newspapers and other media. Students critique and evaluate statements in published reports that involve estimating a...
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- Student Outcomes Students use data from a random sample to estimate a population mean. Students calculate and interpret margin of error in context. Students know the relationship between sample size...
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- Student Outcomes Students use data from a random sample to estimate a population mean. Students calculate and interpret margin of error in context. Students know the relationship between sample size...
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- Student Outcomes Students understand the term “sampling variability” in the context of estimating a population mean. Students understand that the standard deviation of the sampling distribution of...
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- Student Outcomes Students understand the term “sampling variability” in the context of estimating a population mean. Students understand that the standard deviation of the sampling distribution of...
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- Student Outcomes Students use data from a random sample to estimate a population proportion. Students calculate and interpret margin of error in context. Students know the relationship between sample...
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- Student Outcomes Students use data from a random sample to estimate a population proportion. Students calculate and interpret margin of error in context. Students know the relationship between sample...
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- Student Outcomes Students understand the term “sampling variability” in the context of estimating a population proportion. Students understand that the standard deviation of the sampling distribution...
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- Student Outcomes Students differentiate between a population and a sample. Students differentiate between a population characteristic and a sample statistic. Students recognize statistical questions...
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- Student Outcomes Students distinguish between observational studies, surveys and experiments. Students explain why random selection is an important consideration in observational studies and surveys...
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- Student Outcomes Students use tables and technology to estimate the area under a normal curve. Students interpret probabilities in context. When appropriate, students select an appropriate normal...
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- Student Outcomes Students calculate z scores. Students use technology and tables to estimate the area under a normal curve. Students interpret probabilities in context.
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- Student Outcomes Students draw a smooth curve that could be used as a model for a given data distribution. Students recognize when it is reasonable and when it is not reasonable to use a normal curve...
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- Student Outcomes Students describe data distributions in terms of shape, center and variability. Students use the mean and standard deviation to describe center and variability for a data...
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- Student Outcomes Students use the addition rule to calculate the probability of a union of two events. Students interpret probabilities in context.
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- Student Outcomes Students use the complement rule to calculate the probability of the complement of an event and the multiplication rule for independent events to calculate the probability of the...