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https://math.answers.com/math-and-arithmetic/How_does_a_hexagon_with_1_line_of_symmetry_look_like

How does a hexagon with 1 line of symmetry look like? - Answers

It is difficult to illustrate the answer but I'll try a description. Start with a regular hexagon. All sides equal, all angles equal, six lines of symmetry. Squash the top down so that the middle vertices spread outwards. You will now have a shape with two lines of symmetry: one horizontal: halfway up the hexagon and one vertical: halfway across. Now take a chunk out of the middle of the top (or bottom, but not both) side and re-join the ends. That will get rid of the horizontal line of symmetry and all you are left with is the one vertical line.



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How does a hexagon with 1 line of symmetry look like? - Answers

https://math.answers.com/math-and-arithmetic/How_does_a_hexagon_with_1_line_of_symmetry_look_like

It is difficult to illustrate the answer but I'll try a description. Start with a regular hexagon. All sides equal, all angles equal, six lines of symmetry. Squash the top down so that the middle vertices spread outwards. You will now have a shape with two lines of symmetry: one horizontal: halfway up the hexagon and one vertical: halfway across. Now take a chunk out of the middle of the top (or bottom, but not both) side and re-join the ends. That will get rid of the horizontal line of symmetry and all you are left with is the one vertical line.



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https://math.answers.com/math-and-arithmetic/How_does_a_hexagon_with_1_line_of_symmetry_look_like

How does a hexagon with 1 line of symmetry look like? - Answers

It is difficult to illustrate the answer but I'll try a description. Start with a regular hexagon. All sides equal, all angles equal, six lines of symmetry. Squash the top down so that the middle vertices spread outwards. You will now have a shape with two lines of symmetry: one horizontal: halfway up the hexagon and one vertical: halfway across. Now take a chunk out of the middle of the top (or bottom, but not both) side and re-join the ends. That will get rid of the horizontal line of symmetry and all you are left with is the one vertical line.

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      It is difficult to illustrate the answer but I'll try a description. Start with a regular hexagon. All sides equal, all angles equal, six lines of symmetry. Squash the top down so that the middle vertices spread outwards. You will now have a shape with two lines of symmetry: one horizontal: halfway up the hexagon and one vertical: halfway across. Now take a chunk out of the middle of the top (or bottom, but not both) side and re-join the ends. That will get rid of the horizontal line of symmetry and all you are left with is the one vertical line.

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