Length of normal is defined as the length between the point where the normal is drawn on the curve and the point where the normal intersects the y -axis

True

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False

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Solution

Length of normal is defined as the length between the point where the normal is drawn on the curve and the point where the normal intersects the x -axis . In the question it is given as y - axis. So the given statement is wrong.

In the figure, it is the length of the line segment PN

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Similar questions

Length of normal is defined as the length of the normal between the point where the normal is drawn on the curve and the point where the normal intersects the y -axis

Q. A curve is such that the mid point of the segment of its normal intercepted between the point from where it is drawn and the point where the normal meets the

x -

axis lies on the parabola

2 y^{2} = x .

If the curve passes through origin, then the curve is

Q. In the curve

y = {ce}^{\frac{x}{a}}

, the

Q. The normal to the curve

y (x - 2) (x - 3) = x + 6

at the point where the curve intersects the y-axis passes through the point.

Q. Find where the line

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cuts the curve

4 x^{2} + y^{2} = 5.

Obtain the equations of the normals at the points of intersection and determine the co-ordinates of the point where these normals cut each other.

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Length of normal is defined as the length between the point where the normal is drawn on the curve and the point where the normal intersects the y -axis

Length of normal is defined as the length between the point where the normal is drawn on the curve and the point where the normal intersects the x -axis . In the question it is given as y - axis. So the given statement is wrong. In the figure, it is the length of the line segment PN

Length of normal is defined as the length between the point where the normal is drawn on the curve and the point where the normal intersects the x -axis . In the question it is given as y - axis. So the given statement is wrong.

In the figure, it is the length of the line segment PN