Let r(t) = Find a parametric equation of the line tangent r(t) to at t=1 In

Let r(t) = <5t^2 +3, t^5-t^2, 2ln(t)>

Find a parametric equation of the line tangent r(t) to at t=1

In particular, parametrize the line so that the output at t=1 is the same as the output of the original curve at that time, r(1).

Based off x(t) fill in the rest

x(t) = -2 + 10t

y(t) =

z(t)=

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To find the parametric equation of the line tangent to rt at t1 we first need to ... View the full answer