Solution: In Exercises 5356, find the component form and magnitude of the vector with
Chapter 10, Problem 57(choose chapter or problem)
Convert the equation
\(r=2(h \cos \theta + k \sin \theta)\)
to rectangular form and verify that it is the equation of a circle. Find the radius and the rectangular coordinates of the center of the circle.
Text Transcription:
r=2(h cos theta + k sin theta)
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