Question

how many different lines statement can be drawn by four collinear points ​

Answer 1

Answer:

As is correctly implied by the wording of the question, the arrangement of these points is irrelevant as long as the conditions set forth in it are met. A square arrangement is probably the easiest to handle. Connecting all the dots this way, you get four edges and two diagonals, for six total lines.

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Answer 2

Answer:

I assume you mean to draw the lines that connect those points (otherwise, the answer is infinite). Originally Answered: How many lines can be drawn from four distinct points if no three points are collinear ? I assume you mean to draw the lines that connect those points (otherwise, the answer is infinite).