Question

The locus of the point which is at a distance 6 units from Y-axis is​

Answer 1

Answer:

Correct option is

B

y

2

−25=0

Let our point be (x,y)

Distance of any point from x-axis = magnitude of its y coordinate

From the question we have,

Distance of any point from x-axis =6

Which implies that

∣y∣=6

Now squaring each side we get

y2 =36 which can be re-written as

y2 –36=0

Answer 2

Answer:

Step-by-step explanation:

Given that , the locus of the point which is at a distance of 6 units from y-axis is.

As per question,

a point should always be 6 units from y-axis it means its locus form a straight line which is parallel to y-axis and perpendicular to x-axis.

So, the equation of locus,

     x = 6

     x - 6 = 0

Locus:-

Locus is a set of points that satisfy a given condition.

There are  fundamental locus rules.

1)  Given a point, the locus of points is a circle.

2) Given two points, the locus of points is a straight line midway between the two points.

THAKNS.

#SPJ3.

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