Respuesta :

Amnda
You have the correct answer, because if you look at the two shapes, you will see that they both have the same angles for two of the vertexs. The length of the side in between these two angles is congruent on both sides of the shape, meaning that the two other angles on both of the shapes are also identical. So according to the SAS rule (side angle side), you know that the two shapes are similar.
clicker786

Answer:

4th parallelogram is correct

Step-by-step explanation:

you can find this answer by making use of ratios

the angles (112 ) should remain the same hence :

the second and third answer are incorrect

now lets look at the 1st and 4 th answer

IST paralleogram

the diagonal is 4.8 and horizontal is 6

now compare to the original by using ratios.. the ratios for both diagonal and horizontal should be the same for it to be correct

diagonal ratio = 5.8/4.8 = 1.21

horizontal ratio = 8/6= 1.33

both ratios are not the same hence INCORRECT

4TH parallelogram

the diagonal is 2.9 and horizontal is 4

now compare to the original by using ratios.. the ratios for both diagonal and horizontal should be the same for it to be correct

diagonal ratio = 5.8/2.9 = 2

horizontal ratio = 8/4 = 2

both ratios are the same. hence CORRECT

4TH parallelogram is correct

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