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Eliminate the parameter to find the Cartesian Equation of the following curve? \(\ \Huge x=ln(t), y=\sqrt{t}, t \ge 1\)
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x = ln(y^2)
How do I do this problem, though? I have a little difficulty with \(\ \Huge e \) and \(\ \Huge ln. \)
\[ \huge x = 2 \ln y \\ \huge y = e^{x \over 2} \]
@experimentX Where does \(\ \Huge y=e^{\frac{x}{2}} \) come from \(\ \Huge ? \)
|dw:1343765000791:dw| e and ln are inverse of each other.
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