Please note that many tasks were constructed prior to Common Core and the task alignments to the Common Core State Standards (CCSS) were not identified in the task materials. To search for the performance tasks explicitly aligned to the CCSS, Next Generation Science Standards (NGSS), or College, Career, and Civic Life (C3) Framework for Social Studies State Standards, please go to CCSS, NGSS, and C3 tabs.
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A Pound of Valentine’s Chocolates In A Pound of Valentine’s Chocolates, students are asked to find how long a one pound box of chocolates should last if Isolde eats it alone. The key concepts are fractions and proportional reasoning. This task includes:
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Catch the Fever This unit includes an unit overview and 3 subunit overviews with built-in lessons. Unit description from the source: In this unit, students will explore the emergence and impact of communicable diseases on society. Students will investigate the role of microorganisms in causing disease. They will study the impact of a public health infrastructure, along with medical and pharmaceutical advances, on the evolution of microorganisms. |
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New-Tritional Info In this task, students will calculate how much time of exercise it would take to burn off various McDonalds menu items. They will then expand on this topic with two additional project tasks. This task includes: |
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On Your Mark In this task, students must explore if height creates an unfair advantage in Olympic races and determine what would happen if they were organized differently. For example, if races were not one distance for every participant, but if that distance depended on one's height. Students will then explore further through two additional project tasks. This task includes: |
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Ostrich Llama Count In Ostrich Llama Count students are given the combined number of heads and legs of ostriches and llamas. Using that information they are asked to explain how Raul and Esteban might have figured out how many ostriches and llamas there were. The key concepts are logical/algebraic reasoning and possibly systems of equations. This task includes:
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