What am I doing wrong here?
\begin {align}
$\frac{3}{\sqrt{y}}-\frac{1}{\sqrt{x}$}&=\frac{2}{\sqrt{x}+\sqrt{y}}$ \\
\frac{3}{a}-\frac{1}{b}&=\frac{2}{a+b} \\
$3(ab+b^2)-(a^2+ab)&=2ab$ \\
$3ab+3b^2-a^2-ab&=2ab$ \\
$3b^2&=a^2$ \\
$3(\sqrt{x})^2&=(\sqrt{y})^2$ \\
3x&=y \\
\frac{x}{y}&=\frac{1}{3}
\end {align}
this also does not work;
\begin {align*}
\frac{3}{$\sqrt{y}$}-\frac{1}{$\sqrt{x}$}&=\frac{2}{$\sqrt{x}$+$\sqrt{y}$} \\
\frac{3}{a}-\frac{1}{b}&=\frac{2}{a+b} \\
3(ab+$b^2$)-($a^2$+ab)&=2ab \\
3ab+3$b^2$-$a^2$-ab&=2ab \\
3$b^2$&=$a^2$ \\
3$($\sqrt{x}$)^2$&=$($\sqrt{y}$)^2$ \\
3x&=y \\
\frac{x}{y}&=\frac{1}{3}
\end {align*}
Best Answer
Firstly, remove the
$
secondly encapsulate your equation in anequation
environemt with\begin{equation}
and\end{equation}
. Furthermore, I would use\begin{aligned}
instead of\end{align}
. That should work.Code after editing
Output