Question

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Answer 1

I got SSS, because \[\Delta bcd ~ \Delta jkl\] its sposed to say is similar but you get my point @jim_thompson5910

Answer 2

let me check

Answer 3

BCD ~ JKL is the claim


Let's use the SSS similarity theorem to verify
BC/JK = CD/KL = BD/JL
54/9 = 72/12 = 60/10
6 = 6 = 6

so the claim has been confirmed using the SSS similarity theorem. Nice work

Answer 4

oh yeahhh! :D

for this next one, i got SAS , but i know it is similar i checked, and i thought it would be SAS because the sides a proportionate and they have a congruent angle, would that be right ?

Answer 5

yes it is the SAS similarity theorem

what would be the proper order?

Answer 6

FGH ~ SRQ ?

Answer 7

correct

Answer 8

for this one I got SSS, all fractions = 2.4 so sides are proportionate, but not angles that im aware of

Answer 9

CDE ~ CML I think

Answer 10

CDE ~ CML

CD/CM = 96/40 = 2.4
DE/ML = 168/70 = 2.4
CE/CL = 156/65 = 2.4

so these triangles are similar by the SSS similarity theorem

this means that the corresponding angles are definitely congruent, ie,

C = C
D = M
E = L

Answer 11

i thought that, but didnt wanna confuse myself just in case....So does that mean would it still be SSS or no?

Answer 12

0h wait nvrmnd i see where you said it was

Answer 13

Last one!!! I got that this one was not similar lol

Answer 14

agreed, none of the angles are congruent. We need 2 pairs of congruent angles to use AA similarity theorem

Answer 15

sorry i am amultitasking, thank you so much!

Answer 16

you're welcome