The shape below is a equilateral triangle. A) Does the shape have rotational symmetry? If so, identify the angle of rotation B) does the shape tessellate?
here is the pic..
@DaWizjr
what do you think rotational symmetry is? & what does it mean for a shape to tessellate? (this question is mostly about knowing definitions)
A shape has Rotational Symmetry when it still looks the same after a rotation (of less than one full turn).
@adamaero
what do you think happens then if you turn an equal sided triangle half or maybe a third of the way around?
it will look like this. |dw:1429541959364:dw|
idk
whats the answer
I never even heard of this stuff so I can't help. sorry
@Xnlovely
|dw:1429542406650:dw|
if you turn it one more time, it will be back to the original position on the page
@horsegirl27
@becca1
so for A= yes it does still have rotational symmetry
"shape has Rotational Symmetry when it still looks the same after a rotation (of less than one full turn)" so does it look the same after rotating less than one full turn? examples of rotational symmetry are a circle (complete symmetry) or a square
yes it does so now, identify the angle of rotation
@Elijah_Southard14
an equilateral triangle does not you NEED to rotate it back to its original position (which means it's not rotationally symmetrical)
@BuddahArtz_
oh
B) does the shape tessellate?
tessellate is a cover (a plane surface) by repeated use of a single shape, without gaps or overlapping.
i think it does
i thought it does too but he made a point
ok
tessellate is a cover (a plane surface) by repeated use of a single shape, without gaps or overlapping.
@jadareese
i just need part B now
i say yes for b
why
for part b- yes they tesselate because they are able to fit together to make a pattern.
And they fit together in the pattern.
thank you so much
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