If the line `2px+ysqrt(5-6p^(3))=1, p in [-sqrt(5)/(6),sqrt(5)/(6)]`, always touches the standard ellipse. Then find the eccentricity of the standard ellipse.

If the line 2px+ysqrt(5-6p^(2))=1, p in [-sqrt(5)/(6),sqrt(5)/(6)] , always touches the standard ellipse. Then find the eccentricity of the standard ellipse.

If the line 2px+ysqrt(5-6p^(2))=1, p in [-sqrt(5)/(6),sqrt(5)/(6)] , always touches the standard ellipse. Then find the eccentricity of the standard ellipse.

Let x + 6y = 8 is tangent to standard ellipse where minor axis is 4/sqrt3 , then eccentricity of ellipse is

Let x + 6y = 8 is tangent to standard ellipse where minor axis is 4/sqrt3 , then eccentricity of ellipse is

Show that for all real values of 't' the line 2tx+y sqrt(1-t^(2))=1 touches the ellipse.Find the eccentricity of the ellipse.

The line 2px+ysqrt(1-p^(2))=1(abs(p)lt1) for different values of p, touches a fixed ellipse whose exes are the coordinate axes. Q. The eccentricity of the ellipse is

The line 2px+ysqrt(1-p^(2))=1(abs(p)lt1) for different values of p, touches a fixed ellipse whose exes are the coordinate axes. Q. The eccentricity of the ellipse is

The line 2px+ysqrt(1-p^(2))=1(abs(p)lt1) for different values of p, touches a fixed ellipse whose exes are the coordinate axes. Q. The eccentricity of the ellipse is

Show that for all real values of 't' the line 2tx + ysqrt(1-t^2)=1 touches the ellipse.Find the eccentricity of the ellipse.