Question

____ number of lines can be drawn through one point.​

Answer 1

Answer:

infinite lines can be drawn from one point

Answer 2

Answer:

An infinite number of lines can be drawn through one point.

Step-by-step explanation:

We know that a point is nothing but a circle with zero radius.

i.e. x² + y² = 0 represents the point known as origin.

Now taking origin as the reference point we try to draw lines passing through the point.

We can take all the lines passing through the origin as:

y = mx

Where m = slope of a line.

Also m = tan (θ) θ is the angle formed by the line with the x-axis.

Now as we change the value of 'm' we can a particular line.

But the value of 'm' has infinite values.

Therefore, an infinite number of lines can be drawn through one point.

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