Show that the parabola has its largest curvature at its
Chapter 12, Problem 17E(choose chapter or problem)
Show that the parabola \(y=a x^{2}, a \neq 0\), has its largest curvature at its vertex and has no minimum curvature. (Note: Since the curvature of a curve remains the same if the curve is translated or rotated, this result is true for any parabola.)
Equation Transcription:
Text Transcription:
y = ax^2 , a neq 0
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