Home
Class 12
MATHS
" The point "(s)" on the curve "y^(3)+3x...

" The point "(s)" on the curve "y^(3)+3x^(2)=12y," where the tangent is vertical is (are) "

Promotional Banner

Similar Questions

Explore conceptually related problems

The point on the curve y^(3)+3x^(2)=12y where the tangent is vertical is ………..

The point (or points) on the curve y^(3)+ 3x^(2) =12y where tangent is vertical is/ are-

The point (s) on the curve y^3+3x^2=12y where line tangent is vertical , is (are)

The point(s) on the curve y^3+\ 3x^2=12 y where the tangent is vertical, is(are) ? (a) (+-4/(sqrt(3)),\ -2) (b) (+-\ sqrt((11)/3,\ )\ 1) (c) (0,\ 0) (d) (+-4/(sqrt(3)),\ 2)

The point(s) on the curve y^3+\ 3x^2=12 y where the tangent is vertical, is(are) ?? (a) (+-4/(sqrt(3)),\ -2) (b) (+-\ sqrt((11)/3,\ )\ 1) (c) (0,\ 0) (d) (+-4/(sqrt(3)),\ 2)

The point(s) on the curve y^3+\ 3x^2=12 y where the tangent is vertical, is(are) ?? (+-4/(sqrt(3)),\ -2) (b) (+-\ sqrt((11)/3,\ )\ 1) (0,\ 0) (d) (+-4/(sqrt(3)),\ 2)

The point(s) on the curve y^3+\ 3x^2=12 y where the tangent is vertical, is(are) ? (a) (+-4/(sqrt(3)),\ -2) (b) (+-\ sqrt((11)/3,\ )\ 1) (c) (0,\ 0) (d) (+-4/(sqrt(3)),\ 2)

The number of point(s) on the curve y^(3)=12y-3x^(2) where a tangents is vertical is/are

The point on the curve y^2 + 3x = 12y , when the tangent is vertical, is (are)?

The point (s) on the curve y^3+3x^2=12y . Where the tangent is parallel to Y- axis , is (are)