Aregular polygon had n-folds rotation symmetry. how many line of symmetry must it have

6.6 Symmetries of Regular Polygons A Solidify Understanding Task A linethatreflectsafigureontoitselfiscalledalineofsymmetry. Afigurethatcanbecarriedonto itselfbyarotationissaidtohaverotationalsymmetry. Adiagonalofapolygon isanyline segmentthatconnectsnon-consecutiveverticesofthepolygon. Foreachofthefollowingregularpolygons,describetherotationsandreflectionsthatcarryitonto itself: (beasspecificaspossibleinyourdescriptions,suchasspecifyingtheangleofrotation) 1. Anequilateraltriangle 2. Asquare 3. Aregularpentagon 4. Aregularhexagon  

6.6 Symmetries of Regular Polygons A Solidify Understanding Task A line that reflects a figure onto itself is called a line of symmetry. A figure that can be carried onto itself by a rotation is said to have rotational symmetry. A diagonal of a polygon is any line segment that connects non-consecutive vertices of the polygon. For each of the following regular polygons, describe the rotations and reflections that carry it onto itself: this is all it said online but i coulnt find it

Step-by-step explanation:

1. x+4 =9

x= -4 -9

= -13

2. x-2 =10

x = 2 + 10

x= 12

3. x-9 = -3

x= 9 -3

x=6

4. x +5 = 10

x= -5 -10

x= -15

5. x-6 =13

x = 6 -13

x = -13

6. y-4 = 28

y = 4 +28

y= 32