Question

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Given the two squares above, determine how triangles STV and YZX can be shown to be similar.
Since VST XYZ and VS = ST, the triangles are similar by angle-side.

Since VST XYZ and STV YZX, the triangles are similar by angle-angle.

Since VST YZX and STV XYZ, the triangles are similar by angle-angle.

Since STV YZX and VS = ZY, the triangles are similar by angle-side.

Answer 1

@LashayTurner

Answer 2

plz help

Answer 3

anybody know the answer????

Answer 4

@mathstudent55

Answer 5

do you know

Answer 6

@HelpBlahBlahBlah

Answer 7

since VST XYZ and STV YZX, the triangles are similar by angle-angle.

Answer 8

I don't understand the first reason.
What is angle-side?
There is angle-side-angle, and side-angle-side, but I've never heard of just angle-side.

Answer 9

The answer is the second answer choice

Answer 10

thanks

Answer 11

yeah i think its B to

Answer 12

Choices 1 and 4 are wrong because those reasons don;t exist.
The only reasons that make sense are angle-angle of choices 2 and 3.

Answer 13

Choice 3 has the wrong vertices as corresponding.
Choice 2 is correct.