If ax+b cx+d = p / q then q(ax+b) = p( cx+d) this process is called --------
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$$\begin{lgathered}If \: \frac{ax+b}{cx+d} = \frac{p}{q} \: then \\q(ax+b) = p(cx+d) \\this \: process \: is \: called \\\underline { \pink { proportion }}\end{lgathered}$$
$$We \:know \:that ,$$
$$\boxed { \pink {If \: a : b = c : d \: then \: ad = bc }}$$
$$\blue { ( Product \:of \: extremes = product \:means ) }$$
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