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Connecting 9 Dots With Minimum Number Of Straight Lines Lateral

Challenging creative convention. the trouble with the usual way of presenting the nine dot problem is that it contains (ahem) an unexamined assumption. i.e. that all we have to do is tell people they can go outside the box and they will find it easy to solve the problem. but most of the time people are not given the chance to find out – they. By art of play. the nine dot problem is a classic lateral thinking exercise that gained widespread popularity in the 1970's and 80's. participants are presented with a set of dots arranged in a 3x3 grid and challenged to connect all nine dots, without lifting their pencil from the paper, using the fewest possible number of straight lines.

The "nine dots" puzzle. the puzzle asks to link all nine dots using four straight lines or fewer, without lifting the pen. the nine dots puzzle is a mathematical puzzle whose task is to connect nine squarely arranged points with a pen by four (or fewer) straight lines without lifting the pen. the puzzle has appeared under various other names. The puzzle is a thought exercise in which nine dots are arranged in three rows of three (or three columns of three, whichever way you choose to look at it), similar to the arrangement of a "tic tac toe" pattern. the illustration above shows the arrangement for the puzzle. the goal of the game is to try to connect all nine of the dots, using. Connect the nine dots riddle. join the nine dots in a 3 by 3 two axis grid by 4 straight lines without visiting a dot more than once and without raising your pencil from the paper. the nine dots are on a plane surface. time to solve: 30 minutes. the nine dots in a 3 by 3 two axis grid shown. Is there a proof that one must make the lines go outside of the dots' boundary to get the minimum line number? we don’t know if there is a proof, but if you stay inside the 'box' and connect all the dots in a simple zig zag fashion, from the bottom right dot to the top left dot, then the minimum straight lines you have to trace for a 3x3 pattern is 3 2 = 5 (generalizing: 2n – 1, see.

Connect the nine dots riddle. join the nine dots in a 3 by 3 two axis grid by 4 straight lines without visiting a dot more than once and without raising your pencil from the paper. the nine dots are on a plane surface. time to solve: 30 minutes. the nine dots in a 3 by 3 two axis grid shown. Is there a proof that one must make the lines go outside of the dots' boundary to get the minimum line number? we don’t know if there is a proof, but if you stay inside the 'box' and connect all the dots in a simple zig zag fashion, from the bottom right dot to the top left dot, then the minimum straight lines you have to trace for a 3x3 pattern is 3 2 = 5 (generalizing: 2n – 1, see. The 4 lines 9 dots puzzle. november 16, 2021. the challenge: to connect these 9 dots with 4 straight lines. the rules: all lines must be straight. the pen must remain on the paper. the same line can't be drawn again (no retracing the path). the extensions:. Step 2. from this point, you lead the next line to the last dot of the second column and then to the second dot of the third column. and again, draw a longer line, imagine that there is one more dot in this direction; step 3. now you need to draw a straight line from right to left, crossing the top row of the square; step 4.

The 4 lines 9 dots puzzle. november 16, 2021. the challenge: to connect these 9 dots with 4 straight lines. the rules: all lines must be straight. the pen must remain on the paper. the same line can't be drawn again (no retracing the path). the extensions:. Step 2. from this point, you lead the next line to the last dot of the second column and then to the second dot of the third column. and again, draw a longer line, imagine that there is one more dot in this direction; step 3. now you need to draw a straight line from right to left, crossing the top row of the square; step 4.

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