Question

Both of these tables represent linear graphs:



Does the line through the first set of points intersect with the line through the second set of points?

(1 point)
Responses

Yes…these lines are not parallel nor perpendicular
Yes…these lines are not parallel nor perpendicular

No…these lines are perpendicular
No…these lines are perpendicular

No…these lines are parallel
No…these lines are parallel

Yes…these lines are perpendicular
Yes…these lines are perpendicular

Yes…these lines are parallel
Yes…these lines are parallel

You cannot tell without a graph

Answer 1

I can’t tell from what you posted — the two tables of points are missing. Please paste the tables or the point pairs.

How to decide once you give them:
- Compute each line’s slope m = (y2 − y1)/(x2 − x1).
- If the slopes are equal:
- If the y‑intercepts are also equal, the lines coincide (infinitely many intersections).
- If the y‑intercepts differ, the lines are parallel (no intersection).
- If the slopes are different, the lines intersect in exactly one point.
- If the slopes are negative reciprocals (m1·m2 = −1) the lines are perpendicular (and do intersect).

Send the two tables and I’ll compute the answer.