Graphs of two linear functions $f$ and $g$ that are neither parallel nor coincident intersect in how many points?
A) None
B) Two
C) One
D) Infinitely many points

Name: Graphs of two linear functions $f$ and $g$ that are neither parallel nor coincident intersect in how many points? A) None B) Two C) One D) Infinitely many points
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Question

Quizplus · Accepted Answer

Two non-parallel, non-coincident linear functions intersect at exactly one point, as their graphs are straight lines that cross each other once.

Graphs of Two Linear Functions fff And ggg That Are Neither Parallel nor Coincident Intersect in How Many

Graphs of Two Linear Functions $f$ And $g$ That Are Neither Parallel nor Coincident Intersect in How Many