Alternating Series Test - Card Sort "True or False" (solutions)

Alternating Series Test - Card Sort "True or False" (solutions)
Alternating Series Test - Card Sort "True or False" (solutions)
Alternating Series Test - Card Sort "True or False" (solutions)
Alternating Series Test - Card Sort "True or False" (solutions)
Alternating Series Test - Card Sort "True or False" (solutions)
Alternating Series Test - Card Sort "True or False" (solutions)
Alternating Series Test - Card Sort "True or False" (solutions)
Alternating Series Test - Card Sort "True or False" (solutions)
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In this activity students will apply the Leibniz's Alternating Series Test to determine the convergence or divergence of infinite series.

Students are given 16 cards each with two statements written on it – one statement concerns a fact about the inventor of Calculus - Gottfried Leibniz and the other is a statement about convergence or divergence of an infinite series. The statements are both true or they are both false. Students apply the Leibnitz’s Alternating Series Test to determine the convergence or divergence of each series and sort the cards into two groups - “TRUE” and “FALSE”.

The product can be completed in groups of 2 or 4.

Activity sheet with enough space for students to show their work for each problem is provided.

Answer keys and solutions (handwritten clearly) are also provided.

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1) The Ratio and Root Tests - Maze "Divergent or Convergent"( 2 versions, 14 solved problems)

2) Integral Test- Complete Cauchy's brief life story ( 12 problems, full typed solutions)

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Total Pages
10 pages
Answer Key
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N/A
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