Is the following statement true or false?
Two lines can intersect in a point.

ANSWER:

If talking about PARALLEL lines, FALSE
If NON-PARALLEL, TRUE

EXPLANATIONS:

So why does PARALLEL lines never intersect?

• Because lines extend infinitely in both directions, every pair of lines either intersect once, or don't intersect at all.

•The pairs of lines that never intersect are called parallel lines. Although parallel lines are usually thought of in pairs, an infinite number of lines can be parallel to one another.

Talking about (2) NON-PARALLEL lines:

• YES, they would always intersect.

Here’s Why

• When two lines share exactly one common point, they are called the intersecting lines.

- Interesting lines ≠ Two NON-PARALLEL straight lines.

• The intersecting lines share a common point. And, this common point that exists on all intersecting lines is called the point of intersection

• Take note that the two non-parallel straight lines which are co-planar will always have an intersection point.

~ HOPE THIS HELPS

(BRAINLIEST WOULD BE MUCH APPRECIATED) :))

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