Question

How many lines can be drawn in a plane such that they are equidistant from three noncollinear points?​

Answer 1

Answer:

Let we have three non-collinear points A , B and C. To draw any line we need only two points. So total numbers of possible lines are 3. Hence from three noncollinear points we can draw three lines.

Answer 2

The answer is always 3. According to the question, the answer boils down to finding the mid point of the altitudes and the perpendicular line passing through it.