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The key to this (old) puzzle is to realize that the lines don't have to end on a dot, they can be extended beyond the end of the row or column.

If the dots are numbered

1 2 3

4 5 6

7 8 9

1) Start with dot #9 - draw a line through #5 to #1

2) From #1, draw a line through #2 to # 3 and then continue the line far enough out to be able to draw the next line

3) Draw a line from the end of the previous line through # 6 and #8, ending the line under #7.

4) Draw a line from the end of the previous line through # 7 and #4 back up to #1

See the diagram below (it's not perfect, but you should be able to follow the idea)

1===2===3===

|.\ . . . . . . . . . ./

| . .\ . . . . . . ./

4 . . . 5 . . . 6

| . . . . \ /

| . . . . / \

7 . . . 8 . . . 9

| . . /

| . /

|/

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Q: How do you connect 9 dots in 3 rows with only four straight lines?
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Hoped this helped!


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