Question

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Given that lines WU and ZX are parallel, determine how triangles UVW and XYZ can be shown to be similar.
Since UVW XYZ and WU = YZ, the triangles are similar by angle-side.

Since UVW XYZ and VU = YZ, the triangles are similar by angle-side.

Since UVW XYZ and VWU ZXY, the triangles are similar by angle-angle.

Since UVW XYZ and VWU YZX, the triangles are similar by angle-angle.

Answer 1

@IrishBoy123

Answer 2

@HelpBlahBlahBlah

Answer 3

Medal and Fan

Answer 4

Since UVW XYZ and VWU YZX, the triangles are similar by angle-angle.

Answer 5

so which letter

Answer 6

I dont see any letter choices

Answer 7

But I am assuming that it is answer choice d

Answer 8

thanks

Answer 9

can you help me with a couple more?

Answer 10

No problem!

Answer 11

Sure I can help

Answer 12

Which series of transformations shows that parallelogram A is similar to parallelogram B?

Answer 13

I do no see any answer choices