Question

Coincident lines are same as parallel lines. The given statement is

• A. True
• B. False

Answer 1

The correct option is B False

There is a slight difference between coincident lines and parallel lines.

$\to \text{Differences:}$

$\bullet$ Parallel lines have constant space between them while coincident lines superimpose on each other or do not have any space between them.

$\bullet$ Parallel lines do not have any point in common while coincident lines have all points in common.

Parallel lines can be represented as:




Coincident lines can be represented as:

Or,


Hence, we can say that coincident lines are not same as parallel lines. The given statement is $\text{false}$.