Solved: State the definition of parallel vectors
Chapter 10, Problem 107(choose chapter or problem)
Verify that if the curve whose polar equation is \(r=f(\theta)\) is rotated about the pole through an angle \(\phi\), then an equation for the rotated curve is \(r=f(\theta-\phi)\).
Text Transcription:
r=f(theta)
Phi
r=f(theta-phi)
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