6263 Use the formula for obtained in Exercise 61. Show that for a logarithmic spiral r =
Chapter 10, Problem 63(choose chapter or problem)
Use the formula for \(\Psi\) obtained in Exercise 61.
Show that for a logarithmic spiral \(r=a e^{b \theta}\), the angle from the radial line to the tangent line is constant along the spiral (see the accompanying figure). [Note: For this reason, logarithmic spirals are sometimes called equiangular spirals.
Equation Transcription:
Text Transcription:
psi
r=ae^b theta
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