Two points having same abscissae but different ordinates lie on (a) x-a xi s (b) y-a xi s (c) a line parallel to y-a xi s (d) a line parallel to x-a xi s

Two points having same abscissa but different ordinates lie on (a) x-a xi s (b) y-a xi s (c) a line parallel to y-a xi s (d) a line parallel to x-a xi s

Two points having same abscissa but different ordinates lie on x-a xi s(b)y-a xi s a line parallel to y-a xi s(d) a line parallel to x-a xi s

The tangent at any point P onthe parabola y^2=4a x intersects the y-axis at Qdot Then tangent to the circumcircle of triangle P Q S(S is the focus) at Q is a line parallel to x-axis y-axis a line parallel to y-axis (d) none of these

Points (-4,0) and (7,0) lie on x-a xi s (b) y-a xi s in first quadrant (d) In second quadrant

(xi) Which one of the following straight lines is parallel to the x-axis ?

(xi) Find the equation of a staright line passing through (k,-7) and parallel to the x-axis.

At what points on the curve x^2+y^2-2x-4y+1=0 , the tangents are parallel to the y-a xi s ?

Co-ordinates of a point on the curve y=x log s at which at normal is parallel to the line 2x-2y=3 are

Co-ordinates of a point on the curve y=x log s at which at normal is parallel to the line 2x-2y=3 are

Using Rolles theorem,find points on the curve y=16-x^(2),x in[-1,1], where tangent is parallel to x-a xi s