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For what value of a does the system of linear equations in the variables x and y have infinitely many solutions?

$\begin{aligned}a y & =\frac{3}{4} x \\x-5 y & =0\end{aligned}$ $\newline$ For what value of $a$ does the system of linear equations in the variables $x$ and $y$ have infinitely many solutions? $\square$

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ayamp;=34xx−5yamp;=0\begin{aligned}a y &amp; =\frac{3}{4} x \\x-5 y &amp; =0\end{aligned}ayx−5y​amp;=43​xamp;=0​\newlineFor what value of a a a does the system of linear equations in the variables x x x and y y y have infinitely many solutions? □ \square □

$\begin{aligned}a y & =\frac{3}{4} x \\x-5 y & =0\end{aligned}$ $\newline$ For what value of $a$ does the system of linear equations in the variables $x$ and $y$ have infinitely many solutions? $\square$