Question

Which shows the fractions in order from least to greatest?

five-twelfths, two-ninths, five-sixths

two-ninths, five-twelfths, five-sixths

five-twelfths, two-ninths, five-sixths

five-sixths, two-ninths, five-twelfths

five-sixths, five-twelfths, two-ninths

Answer 1

First off, We need to find a common denominator

Answer 2

five-twelfths, two-ninths, five-sixths

Answer 3

Yes but not simplified enough

Answer 4

let me try again

Answer 5

chinese boy can u please hlp? I will give u medal

Answer 6

Okay!

Answer 7

thnx

Answer 8

Wait me a minute please.

Answer 9

aw so unfair! lmao

Answer 10

Now I come.

Answer 11

I will give u a medal soon girl

Answer 12

there @GirlByte

Answer 13

Aw thanks so much :D

Answer 14

hihihi

Answer 15

5/12 2/9 5/6

30/72 16/72 50/72

Answer 16

so 2/9 is smallest, 5/12 is middle, 5/6 is highest

Answer 17

Dang katie, you are going rambo giving me medals!

Answer 18

hihihi yw

Answer 19

thats none of the answer choices

Answer 20

five-twelfths, two-ninths, five-sixths

two-ninths, five-twelfths, five-sixths

five-twelfths, two-ninths, five-sixths

five-sixths, two-ninths, five-twelfths

five-sixths, five-twelfths, two-ninths

Answer 21

dudeso 2/9 is smallest, 5/12 is middle, 5/6 is highest

Answer 22

I already answered it, it's the second.

Answer 23

thnx so so so so so much @trumpetmaster7777

Answer 24

and thnx @Chineseboy15 4 trying

Answer 25

np

Answer 26

can u guys help me on 1 more? please

Answer 27

Compare: eight and eleven-fifteenths to eight and thirteen-twentieths

less than

greater than

equal to

None of the above

Answer 28

Oh, sorry, I made some mistakes. The right answer is \[2/9<5/12<5/6\]

Answer 29

thnx

Answer 30

HI KATIE

Answer 31

The two fractions are \[8\frac{ 11 }{ 15 }, 8\frac{ 13 }{ 20 }\] Now to make them be \[\frac{ 131 }{ 15 }, \frac{ 173 }{ 20 }\] Then\[\frac{ 131\times4 } { 15\times4 }, \frac{ 173\times3 }{ 20\times3 }\] \[\frac{ 524 }{ 60 } >\frac{ 519 }{ 60 }\]

Answer 32

hi lol

Answer 33

thank u