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10 Nov 2019
See below.
Find a parametrization for the circle having radius 2 and center (-5, 1, 4) that lies in a plane parallel to the yz-plane. r(t) = -5 + 2 cos t, 1, 4 - 2 sin t r(t) = 5 - 2 sin t, -1 + 2 cos t, -4 r(t) = -5, 1 - 2 cos t, 4 - 2 sin t r(t) = 5 - 2 cos t, -1, -4 + 2 sin t r(t) = -5 + 2 sin t, 1 - 2 cos t, 4 r(t) = 5, -1 + 2 cos t, -4 + 2 sin t
See below.
Find a parametrization for the circle having radius 2 and center (-5, 1, 4) that lies in a plane parallel to the yz-plane. r(t) = -5 + 2 cos t, 1, 4 - 2 sin t r(t) = 5 - 2 sin t, -1 + 2 cos t, -4 r(t) = -5, 1 - 2 cos t, 4 - 2 sin t r(t) = 5 - 2 cos t, -1, -4 + 2 sin t r(t) = -5 + 2 sin t, 1 - 2 cos t, 4 r(t) = 5, -1 + 2 cos t, -4 + 2 sin t
Keith LeannonLv2
20 Oct 2019