Please help?
Determine which frieze patterns display reflectionaly symmetry, rotational symmetry, or glide reflections.
those look more like examples, rather than options
A-F have to be answered according to whether they're reflectional, rotational, or glide reflections. They're just part of an assignment.
I don't understand the difference between any of them. I think "E" might be rotational...?
i believe rotational means that when its rotated you get the same results ^ rotated looks like v so it aint a rotated one
Would "D" be rotated?
glide means that they are periodic in nature a repeated pattern; they all look glidey
"A" is a glide reflection?
db and c look rotateable to me
they are all glide reflection since the pattern repeats itself in a consistent manner
but then ill have to look up the terminology to be sure
Is "F" glide then? Since it's all one continuing oattern?
pattern*
they are all glideable
b d remain the same when you reflect them in a mirror
What would "E" be?
ugh, the definitions are giving me a headache :/
So far, "A"-glide "B"-rotate "C"-rotate "D"-rotate "E"- "F"-glide
symmetry means, looks the same afterwards a glide is apparently a slide and flip; but how far to slide befre a flip?
I have no idea...
cant they possess more than one property?
Only one to the directions.
Can you help me with "E"?
well, according to my limited understanding on this; E looks neither rotatale or reflectable; so that leaves glide by default
So none of them are reflectional then?
b,d are reflectable
A-glide B-reflect C-rotate D-reflect E=glide F-glide
if you can only pick one property, then those are suitable to me
Great, thank you!:)
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