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One Line Draws The Entire Shape And The Line Cannot Overlap Is There An Answer To This Question

one line draws the Entire shape and The Lines cannot ov
one line draws the Entire shape and The Lines cannot ov

One Line Draws The Entire Shape And The Lines Cannot Ov One line draws the entire figurethe line cannot overlapone line draws gameone line draws challengeone line draws circleone point perspective drawing circleon. 1 line draws the entire shape & the lines cannot overlap!is there an answer to this question?#shortsone line draws the entire shape, and the lines cannot ove.

one line draws the Entire shape and The Lines cannot ov
one line draws the Entire shape and The Lines cannot ov

One Line Draws The Entire Shape And The Lines Cannot Ov One line draws the entire shape and the line cannot overlap | is there an answer to this question?. Here is a challenge a friend of mine came up with: use a pen and recreate this shape. you can only draw 3 lines that can start anywhere and end anywhere. the lines cannot overlap at one point. to be honest, i can't figure it out. the problem is, that there are 3 lines connected to each point. neither i nor my friend, the creator of the. 17. can you determine if it's possible to draw a geometric figure (made up from shapes like rectangles, triangles, and other regular shapes) with one pen stroke and not drawing the same line twice. i am thinking about something related to graph theory or something like that. for example, something like this: welcome to puzzling stackexchange. Yes it is possible. with problems like these, look at all intersection points of segments. if there are 0 0 or 2 2 intersections where an odd number of segments join (including endpoints which are considered 1 1 segment), then the task is doable. if more than 2 2, it is not.

one line draws the Entire shape and The Line cannot ove
one line draws the Entire shape and The Line cannot ove

One Line Draws The Entire Shape And The Line Cannot Ove 17. can you determine if it's possible to draw a geometric figure (made up from shapes like rectangles, triangles, and other regular shapes) with one pen stroke and not drawing the same line twice. i am thinking about something related to graph theory or something like that. for example, something like this: welcome to puzzling stackexchange. Yes it is possible. with problems like these, look at all intersection points of segments. if there are 0 0 or 2 2 intersections where an odd number of segments join (including endpoints which are considered 1 1 segment), then the task is doable. if more than 2 2, it is not. Thanks for contributing an answer to stack overflow! please be sure to answer the question. provide details and share your research! but avoid … asking for help, clarification, or responding to other answers. making statements based on opinion; back them up with references or personal experience. to learn more, see our tips on writing great. One line draws the entire shape, and the lines cannot overlap! is there an answer to this question?. walk off the earth · my stupid heart.

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