Roshan wants to mark six points on a sheet of paper. The maximum number of points that can be collinear to draw a triangle is .

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Solution

The correct option is C 5
We need three line segments or rather 3 non collinear points to draw a triangle.

So, the maximum number of points that can be collinear is 5, as shown in the figure below:

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Roshan wants to mark six points on a sheet of paper. The maximum number of points that can be collinear to draw a triangle is .

The correct option is C 5We need three line segments or rather 3 non collinear points to draw a triangle. So, the maximum number of points that can be collinear is 5, as shown in the figure below:

The correct option is C 5
We need three line segments or rather 3 non collinear points to draw a triangle.

So, the maximum number of points that can be collinear is 5, as shown in the figure below: