17x2+7y2=119
Let us divide both parts of the equation by 119. Then we get the equation x27+y217=1.\frac{x^2}7+\frac{y^2}{17}=1.7x2+17y2=1. It follows that this equation is an equation of the ellipse with center in the origin and with
semi-major axis 17\sqrt{17}17 and semi-minor axis 7.\sqrt{7}.7.
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