Are the figures below similar? Why or why not?

Determine whether the triangles below are similar.

(Triangle M S I is shown on the left. Side M S is labeled 4. Side S I is labeled 6. Side M I is labeled 8. Angle M is 47 degrees. Angle S is 104 degrees. Angle I is 29 degrees. Triangle P A R K is shown on the right. Side A R is labeled 11. Side R L is labeled 5.6. Side A L is labeled 8. Angle A is 30 degrees. Angle R is 46 degrees. Angle L is 104 degrees.)

yes, because the corresponding angles are congruent and the corresponding sides are proportional

no, because the corresponding angles are not congruent and the corresponding sides are not proportional

no, because the corresponding sides are proportional but the corresponding angles are not congruent

no, because the corresponding angles are congruent but the corresponding sides are not proportional

17 answers

clearly 47:29:104 ≠ 46:30:104, but close
and
4 : 6 : 8 ≠ 5.6 : 8 : 11
because:
5.6/4 = 1.4
8/6 = 1.333...
1.375

which answer matches my conclusion

Soooo, the second one?

Obviously.

THX!

THE ANSWER IS C

Nvm accidentally clocked next page so I cant see

answer?

hi gods

I'm going to say it's B

Its B.

yo who's bo whitelaw?? ;) spill the tea sister we gon get you yo mans

oop that's from February WHOOPS
i still wanna know da tea tho ;-;

is it B or C ?!

how do you make youre own tab on this

B. no, because the corresponding angles are not congruent and the corresponding sides are not proportional

CONNEXUS BOI is right <3 Thank you so much