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Data Analysis and Probability

Information Represented Graphically

Pre-K-2, 3-5, 6-8

Participate in activities to analyze information represented graphically.

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Data Analysis and Probability

Sickle Cell Anemia Inheritance

6-8, 9-12
In this lesson, students explore the concept of genetics and inheritance. The lesson focuses on sickle cell anemia, a genetic disease that is dependent on a recessive trait. Students will perform data collection and analysis of the probability of a child of two sickle trait parents inheriting sickle cell anemia. To do this, they play a game that models how the inheritance of a disease works from parents’ genes. Later, students construct family trees with probability to determine the genotypes of family members.
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Data Analysis and Probability

Getting into the Electoral College

6-8

Explore the mathematics of the electoral college, the system used in this country to determine the winner in a presidential election. 

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Data Analysis and Probability

Paper Pool

6-8

Develop students' understanding of ratio, proportion, greatest common factor and least common multiple.

 

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Data Analysis and Probability

Paper Pool: Analyzing Numeric and Geometric Patterns

6-8

Develop students' understanding of ratio, proportion, greatest common denominator and least common multiple.  

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Data Analysis and Probability

Playing Games

6-8
Use the theme of games to develop concepts of measurement and statistics.
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Data Analysis and Probability

Probability Explorations

6-8

Explore theoretical and experimental probability and the relationship between them.  

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Data Analysis and Probability

Representing Data

6-8
Deal with data to complete an organized chart, and create and interpret graphs to generalize a rule.
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Data Analysis and Probability

Shopping Mall Math

3-5, 6-8

Develop number sense in and around the shopping mall.

 

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Data Analysis and Probability

Handshakes

3-5, 6-8

When the nine justices of the Supreme Court meet, they greet one another with a handshake to show harmony of purpose, even though their views may differ. How many handshakes occur? In general, how many handshakes occur when there are n people?