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I noticed the # of angles of rotation relate to the # of sides a shape has. If a shape has 4 sides, it will have 4 angles of rotation.

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i noticed that when you get the first angle you can add it by the first angle again and you can get the next similar angle

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We realized that the shapes all had at least 3 angles in which they could line up in the shape.

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I noticed that the amount of sides of a polygon is the same amount of symmetrical rotations.

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We noticed that the numebr of angels is the numebr of sides of the shape. and we also noticed that we divide 360 into the number of sides of the shape.

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Bridget Lopez Valenzuela, Lette Ponce, Trevor Tremble 

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Bridget Lopez Valenzuela, Lette Ponce, Trevor Tremble 

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Each of the original rotations can get added each time to predict the next angle of the rotation. Another pattern we saw was that depending on the # of corners each shape has will be the # of angles to complete a full rotation.

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We noticed that there was a rotation for each line the shape had

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For how many sides the shape has, you can divide 360 by that amount and that is how many degrees is between each rotation that lines up perfectly. i didnt know how to explain that well

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every line on the shape was an angle of rotation. The exact points can be found by dividing 360 by the number of lines.

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Gianna Knighten, Samuel Raz, Aiden Bauer 

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Gianna Knighten, Samuel Raz, Aiden Bauer 

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my team had noticed that the amount of sides that the shape has the amount of angle of rotations

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We noticed that the amount of rotations is the amount of sides the shape has.

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We noticed that each shape has at least 2 angles where the rotation lines up perfectly with the original shape.

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We noticed that even if the images didn't match up completely there was always a parallel line that lined up with the original image. And the number of corners there are divided by 360 is amount of degree's it moved.

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