Question

is 3.010010001... a repeating decimal ? explain

Answer 1

Well i dont believe it is a repeating decimal because what i have learned repeating decimals look like 5.00000 or something along those lines

Answer 2

umm wait what ? im in 7th & sorry i dont get you

Answer 3

@AlanaCASADO

Answer 4

I would say yes because it have constant number of the same repation

Answer 5

has *
not have

Answer 6

thank you @AlanaCASADO

Answer 7

Also next time post this in math not english (:

Answer 8

ooh damm i didn't know this was english

Answer 9

Haha yeah no biggy tho (:

Answer 10

omg no one is helping me for mathematics >..<

Answer 11

im sorry

Answer 12

no, its not. the 3.010010001 doesn't follow a consistent pattern. Pattern=Repeat. If it looks like this... 3.01010101 (3.01-01-01-01) or 3.001001001001 (3.001-001-001-001) then it has a pattern and is a repeating decimal.

Answer 13

It does follow a constant pattern because the #'s go 010 010 010 01. So yes it is a consistent pattern. :)

Answer 14

no, they actually dont, so no

Answer 15

the numbers cant build up, repetative means pattern. if something goes square circle square square circle square square square circle... its not a pattern

Answer 16

i kinda said that in my first one but second guessed myself