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Find the derivative, r'(t), of the vector function.\\ r(t) = t^3 \textbf{i} + cos(t^7) \textbf{j} + sin^2(t) \textbf{k}

          Find the derivative, r'(t), of the vector function.\\
r(t) = t^3 \textbf{i} + cos(t^7) \textbf{j} + sin^2(t) \textbf{k}

Find the derivative, r'(t), of the vector function.

r(t) = t^3 i + cos(t^7) j + sin^2(t) k

Added by Rodrigo W.

Calculus: Early Transcendentals

James Stewart 8th Edition

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Find the derivative, r'(t), of the vector function: r(t) = t^3 i + cos(t^7) j + sin^2(t) k Find the derivative r'(t) of the vector function r(t) = ti + cos(t^7)j + sin(t)k

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Find the derivative, r'(t), of the vector function.\\ r(t) = t^3 \textbf{i} + cos(t^7) \textbf{j} + sin^2(t) \textbf{k}

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