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Using a Computer Algebra System to Facilitate the Learning of Mathematical Induction
by
McAndrew, Alasdair
in
Algebra
/ College Mathematics
/ Computer algebra
/ computer algebra system
/ Computer Science
/ Computer Uses in Education
/ Educational Technology
/ Fundamental Concepts
/ Learning
/ Logical Thinking
/ Mathematical Concepts
/ mathematical induction
/ Mathematical Logic
/ Mathematical models
/ Mathematics Education
/ Mathematics Instruction
/ Mathematics Skills
/ Proving
/ Students
/ Teaching Methods
/ Teaching Models
/ Undergraduate mathematics education
/ Undergraduate Study
/ Validity
2010
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Using a Computer Algebra System to Facilitate the Learning of Mathematical Induction
by
McAndrew, Alasdair
in
Algebra
/ College Mathematics
/ Computer algebra
/ computer algebra system
/ Computer Science
/ Computer Uses in Education
/ Educational Technology
/ Fundamental Concepts
/ Learning
/ Logical Thinking
/ Mathematical Concepts
/ mathematical induction
/ Mathematical Logic
/ Mathematical models
/ Mathematics Education
/ Mathematics Instruction
/ Mathematics Skills
/ Proving
/ Students
/ Teaching Methods
/ Teaching Models
/ Undergraduate mathematics education
/ Undergraduate Study
/ Validity
2010
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Do you wish to request the book?
Using a Computer Algebra System to Facilitate the Learning of Mathematical Induction
by
McAndrew, Alasdair
in
Algebra
/ College Mathematics
/ Computer algebra
/ computer algebra system
/ Computer Science
/ Computer Uses in Education
/ Educational Technology
/ Fundamental Concepts
/ Learning
/ Logical Thinking
/ Mathematical Concepts
/ mathematical induction
/ Mathematical Logic
/ Mathematical models
/ Mathematics Education
/ Mathematics Instruction
/ Mathematics Skills
/ Proving
/ Students
/ Teaching Methods
/ Teaching Models
/ Undergraduate mathematics education
/ Undergraduate Study
/ Validity
2010
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Using a Computer Algebra System to Facilitate the Learning of Mathematical Induction
Journal Article
Using a Computer Algebra System to Facilitate the Learning of Mathematical Induction
2010
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Overview
Mathematical induction is one of the major proof techniques taught to mathematics students in the first years of their undergraduate degrees. In addition to its importance to mathematics, induction is also required for computer science and related disciplines. However, even if the concepts of a proof by induction are taught and understood, many students fall down on the algebra required to prove the inductive step. Using a computer algebra system allows students to leap this particular hurdle, and thus expend more effort in understanding the concepts of proofs by induction. An added advantage is that students can prove statements requiring far messier algebra than is reasonable to expect them to do by hand.
Publisher
Taylor & Francis Group,Taylor & Francis, Ltd,Taylor & Francis Ltd
Subject
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