$$\frac{(379+276)^{2}+(379-276^{2}}{(379\times379)+(276+276)}$$
$\frac{439634}{143943}\approx 3.054222852$
$$\frac{655^{2}+\left(379-276\right)^{2}}{379\times 379+276+26}$$
$$\frac{429025+\left(379-276\right)^{2}}{379\times 379+276+26}$$
$$\frac{429025+103^{2}}{379\times 379+276+26}$$
$$\frac{429025+10609}{379\times 379+276+26}$$
$$\frac{439634}{379\times 379+276+26}$$
$$\frac{439634}{143641+276+26}$$
$$\frac{439634}{143917+26}$$
$$\frac{439634}{143943}$$
Show Solution
Hide Solution
$\frac{2 \cdot 13 \cdot 37 \cdot 457}{3 \cdot 47981} = 3\frac{7805}{143943} = 3.0542228521011787$
