If r(t) = 8ti + t²j – 3tk, compute the tangential and normal components of the acceleration vector. Tangential component ar(t) = 41/(sqrt(41^2+73)) Normal component an(t) = | 73+4t^2

Calculus: Early Transcendentals
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Chapter1: Functions And Models
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|If r(t) = 8ti + tj – 3tk, compute the tangential and normal components
of the acceleration vector.
Tangential component ar(t) =| 4t/(sqrt(4t^2+73))
Normal component an(t) = 73+4t^2
%3|
Transcribed Image Text:|If r(t) = 8ti + tj – 3tk, compute the tangential and normal components of the acceleration vector. Tangential component ar(t) =| 4t/(sqrt(4t^2+73)) Normal component an(t) = 73+4t^2 %3|
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