Solve simultaneously to find the points of intersection (if any) of the ellipse with the given curve: $x^{2}+$ $4 y^{2}=40$ with $3 x+2 y-20=0$

Name: Solve simultaneously to find the points of intersection (if any) of the ellipse with the given curve: $x^{2}+$ $4 y^{2}=40$ with $3 x+2 y-20=0$
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The Answer of Solve simultaneously to find the points of intersection (if any) of the ellipse with the given curve: $x^{2}+$ $4 y^{2}=40$ with $3 x+2 y-20=0$

Solve Simultaneously to Find the Points of Intersection (If Any) x2+x^{2}+x2+

Solve Simultaneously to Find the Points of Intersection (If Any) $x^{2}+$