Lines and its Properties

What is the maximum number of points at which three coplanar non-concurrent lines can intersect?

Consider the following statements regarding concurrent lines:

$\left(i\right)$. Only lines can be concurrent

$\left(ii\right)$. Parallel lines can not be concurrent lines.

$\left(iii\right)$. Two concurrent lines share a common intersection point.

Which of the above statements are correct?

Observe the following figure:

The characteristics of point $M$ is as follows:

$\left(i\right)$. Intersection point

$\left(ii\right)$. Collinear point

$\left(iii\right)$. Point of concurrency

Now, which are the statement is true about point $M$?

Which is true? Three lines are concurrent if they have only

Two or more lines that pass through the same point are called _____ lines.

All diameters are concurrent at the _____ of the circle.

Cotyledons are also called-