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\[\int_c xe^y dx\] C is the arc of the curve x=e^y from (1,0) to (e,1)
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how do I write x and y in terms of t?
solve for y
wait in terms of t? what do you mean
what are you trying to solve
Evaluate the integral where C is the given curve
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sorry I type equations really slow...so it takes me forever
\[ds=\sqrt{(\frac{dx}{dy})^2}+(\frac{dy}{dt})^2\]
the previous one was wrong
solve it using a parameter
let x=t
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and then solve for y
oh ok, I'll try it...gotta go, I'll come back to finish it. Please check my answer when you get a chance
|dw:1342451478711:dw|
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