Many lines can pass through two given points.
Think of two different points, say A and B.
Step 1: Mark point \(A\).
Step 2: Mark point \(B\) such that \(A \ne B\) (they are not the same point).
Step 3: Draw a line that goes through both \(A\) and \(B\).
Important fact (axiom):
\(\text{Through any two distinct points, there is exactly one line.}\)
So we cannot draw many different lines through the same two points.
Therefore, the statement is false.