The regular hexagon below is centered at the origin. It is rotated clockwise around the origin through an angle of k°

For which of the following values of k will the image be identical to the original hexagon? Choose all that apply.

120
60
360
180

Question

The regular hexagon below is centered at the origin. It is rotated clockwise around the origin through an angle of k°

For which of the following values of k will the image be identical to the original hexagon? Choose all that apply.

120
60
360
180

b1az34 · Answer

attachment

jhonyy9 · Answer

then you rotate a hexagon by how many degree angles you will get hexagon too ?

b1az34 · Answer

If 
I rotate (-2, 4) by 60° the point (-2, 4) replaces (2, 4). Now to get this point (-2, 4) back to its original position hexagon should be rotated by six times of 60° (6×60°= 360°).

is this  correct

jhonyy9 · Answer

you dont answered my question

b1az34 · Answer

360

b1az34 · Answer

ho wait Each subsequent rotation by 60°

jhonyy9 · Answer

ok then you rotate it 60 degree what will get ?
then you rotate it by 120 degree what will get ?
then you rotate it by 180 degree what will get 
please continue !

b1az34 · Answer

@jhonyy9 wrote:

ok then you rotate it 60 degree what will get ? then you rotate it by 120 degree what will get ? then you rotate it by 180 degree what will get please continue !

A hexagon

jhonyy9 · Answer

exactly so what result from these cases ?

jhonyy9 · Answer

do you understand ? 
then you rotate a hexagon by an angle  multiplie of 60 degrees you will get always a hexagon

yes ?

b1az34 · Answer

yes now ik

jhonyy9 · Answer

ok have a nice day

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