$$2^{2}+\frac{18g^{2}}{80^{2}}$$
$\frac{9g^{2}}{3200}+4$
$$4+\frac{18g^{2}}{80^{2}}$$
$$4+\frac{18g^{2}}{6400}$$
$$4+\frac{9}{3200}g^{2}$$
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$\frac{9g^{2}+12800}{3200}$
$$factor(4+\frac{18g^{2}}{80^{2}})$$
$$factor(4+\frac{18g^{2}}{6400})$$
$$factor(4+\frac{9}{3200}g^{2})$$
$$\frac{12800+9g^{2}}{3200}$$
