Asked • 08/22/21

The " Kissing " Circle A.K.A the Osculating Circle , ANNOTATED


Find the parametric equations of the osculating circle to the curve resulting as the intersection of the plane that the vector valued function r(t) = < cost , sint, sint > lies and the cylinder x2 + y2 =1 at t = π/4.


Center of osculating circle :


Radius of osculating circle :



3 Answers By Expert Tutors

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Stanton D. answered • 08/24/21

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4.6 (42)

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Adam B.

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As a tutor you have the ability to add a question in order to foster discussion and promote your own expertise. This can be helpful when you wish to highlight a topic or question that has yet to have been asked by a student. I will post the answer shortly...
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08/24/21

Ping Z. answered • 08/24/21

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5.0 (1,266)

Calculus Specialist

Adam B.

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Thank You for taking the time and effort to solve the problem. But you modified it very sweetly. I will post the solution today.
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08/25/21

Adam B.

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Dear Ping Z. Please take a look at my version of the problem, and let me know if you are in the mood
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08/25/21

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