(111)y^(1)-8v^(2)+17y-10

The Curve represented by the equation 2x^(2)+xy+6y^(2)-2x+17y-12=0 is

The length of x-intercept made by pair of lines 2x^(2)+xy-6y^(2)-2x+17y-12=0 is

Find the coordinates of points where pair of lines given by equation 2x^(2)-6y^(2)+xy-2x+17y-12=0 intersect line x=1 .

Find the coordinates of points where pair of lines given by equation 2x^(2)-6y^(2)+xy-2x+17y-12=0 intersect line x=1 .

Find the coordinates of points where pair of lines given by equation 2x^(2)-6y^(2)+xy-2x+17y-12=0 intersect line x=1 .

Find the coordinates of points where pair of lines given by equation 2x^(2)-6y^(2)+xy-2x+17y-12=0 intersect line x=1 .

(x^(2)+y)^(17)=x^(8)y^(13)

I. x^(2)/2 + x - 1/2 = 1 II. 3y^(2) - 10y + 8 = y^(2) + 2y - 10