D the equation of the tangent line to the path at

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(d) The equation of the tangent line to the path at time t=1/6 is y = $$−2√3 (x ­ $$π6−√32 ) + $$−12
6/5/2019 hw14S3.5
15/15 (h) What is the minimum horizontal velocity? $$−3π (i) The speed of the object at time t is s(t)= $$√17π2−8π2 cos (4π t ) (j)Compute s'(t)= $$16π3 sin ( 4π t )√17π2−8π2 cos (4π t ) (k) The maximum speed is $$5π (l) The minimum speed is $$3π
(g) What is the maximum horizontal velocity?

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