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find the length of the parametric curve.
x=2t
y=t ^{3}/3+1/t
1
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\[\int\limits_{1}^{5}\sqrt{(dx/dt)^{2} + (dy/dt)^{2}}dt\]
can you show me the step? :(
\[\int\limits_{1}^{5}\sqrt{4 + (t ^{2} - 1/t ^{2})^{2}}dt\]
the part under the root becomes (t^2 + t^(-2))^2
so its t^2dt + t^(-2)dt
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so thats the final answer??
jojo, you need to integrate him1618 last answer from 1 to 5.
okay thanks for the hint! :)
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