State whether the following figures are always similar or not? Squares Rectangles Rhombuses Trapezoids Parallelogram Kites Equilateral triangles Equiangular triangles I think there is only three right? Squares Equilateral triangles and? & how do you actually know if the polygons are ALWAYS similar or not?
Always similar in what?
in polygons
Sorry, in length? Angle? General "shape" (haha)?
I think shape.
And are they similar to each other? Or to another form of itself?
To another form of itself. Like a rectangle with a rectangle.
And why did you choose your answer as it is?
What do you mean? The Squares & Equilateral triangles ?
Squares don't look like triangles...
Of course not lol
Then I obviously don't understand the question. But I think that equilateral triangles are very similar to equilangular triangles.
But if you're answering if the angles say the same, then you are correct.
No problem. Thank you :)
Wait, what do you mean by "if the angles say the same" ?
stay the same when you readjust size.
& those two answers are DEFINITELY correct! - I just don't why.
Definitely. What about Equiangular triangles?
No
Ok. I dunno.
Don't ask why! lol I have no idea.
Awesome! Thankss :)
Ok...Did I help? Doesn't feel like I helped.
lol HONESTLY no but anything is appreciated
ok....anything else I can "help" with?
I'll be off them. Hi-Hey the Derry-Row.
Nah! Thanks this is the only question which actually confused me -.- Okay, bye.
Btw, I'm really sorry! The Equiangular triangles are also similar because all angles are congrunet. & Similar polygons are said to be similar if and only if the corresponding angles are congruent and the sides are proportional.
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