Given an equilateral triangle, what kind of symmetry will the figure have: point, line, plane. (Select all that apply.) https://clackamasweb.owschools.com/media/g_geo_ccss_2014/9/groupi33.gif point line plan
@CrashOnce
is it all of above?
Equilateral triangles have the same angle measure and same side lengths.
1) It cannot be a Point Symatry, since it would mean there must be an essential dupplicate for all lines ad points. In this case, there is none 2) There is a line symmatry, since you can put a line in the middle and it will be symatrical |dw:1420594577941:dw| 3) Assuming the last one is plane symmatry, there is non since this relies on a 3D object, while this is 2D
so its only line?
Yup :)
thnx
Point symatry would be something like this: |dw:1420594716495:dw|Where an object has a duplicate that is the same on a central point
Plane Symatry would be like this: |dw:1420594774310:dw||dw:1420594808660:dw|
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