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Problem Solving (PS) | Re: What is the maximum number of points common to the intersection of a s

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genxer123 wrote:

Brent, I did exactly that which you describe. I concluded similarly that
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If each SINGLE LINE can intersect a square in at MOST 2 ways, then the 3-sided triangle can intersect a square in AT MOST 6 ways (with 2 intersections per line).

Then, however, you write,"if we're able to sketch a scenario in which there are 6 intersections," our calculation is correct.

It sounds as if the outcome depends on whether or not the maximum number intersection points we have calculated
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