Question

Equation of the line passing through the points of intersection of the parabola x square is equal to 8 y and ellipse x square divided by 3 + y square equal to 1

Answer 1

First off all, the point of intersection is x2=8y and x2/3+y2=1 is to find. Substitute 1st equation in 2nd equation then 8y/3+y2=1,multiply with 3, we get 8y+3y2=3.it is a quadratic expression. The roots are - 3 and 1/3. Hence the root - 3 is invalid. Because x2=8y doesn't sastify. Hence y=1/3. Then x=

$2 \sqrt{2} \div 3$

Answer 2

Step-by-step explanation:

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