by Stelios Kapranidis and Reginald Koo
This article originally appeared in:
College Mathematics Journal
November, 2008
Subject classification(s):
Calculus | Single Variable Calculus | DifferentiationApplicable Course(s):
3.1 Mainstream Calculus I | 3.4 Non-mainstream Calc IThis article takes another look at the sliding ladder problem that students meet in the study of related rates in calculus. Three variations of the problem are analyzed using elementary notions from mechanics, providing interesting insights and resolving an apparent paradox about the speed at which the top of the sliding ladder hits the ground.
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Capsule Course Topic(s):
One-Variable Calculus | Differentiation: General Applications