Question

1/3, 1, 5/3, 7/3, …
Question 9 answers

3, 10/3, 4

11/3, 13/3, 5

3, 11/3, 13/3

10/3, 4, 14/3

Answer 1

something bothering you? Maybe if you write 1 as 3/3, it'll be clearer :D

Answer 2

? :D

Answer 3

Well, if you write 1 as 3/3, a pattern emerges
\[\huge \frac13\frac33\frac53\frac73\]
Clear now?

Answer 4

hmm., so whats the answer? brb

Answer 5

You just keep adding 2/3

Answer 6

I'm back

Answer 7

And you have my observation :D

Answer 8

man u don't give me direct answers..:D
]a.b.c or d?

Answer 9

It's actually heavily discouraged by the Code of Conduct...
plus, it's more rewarding if you figure them out yourself...
I already told you how to do it, namely, just keep adding 2/3 ;)

Answer 10

..! :D

Answer 11

So... what's
\[\large \frac73 + \frac23\]?

Answer 12

so A

Answer 13

Maybe :)
Why A?

Answer 14

cause I used my calculator :D

Answer 15

Yeah, but A isn't the only choice that starts with 3.

Answer 16

oh it's cd duuuh :D

Answer 17

C

Answer 18

Continuing...
\[\huge \frac13\frac33\frac53\frac73\frac93\frac{11}3\frac{13}3\frac{15}3\]

Answer 19

yeah so C