Question

0.86421 . . . is an irrational number.


True

False

Answer 1

ill help you

Answer 2

but remember this

Answer 3

true, it is an irrational number irrational number is any real number which cannot be expressed as a fraction p/q, where p and q are integers, with q non-zero and is therefore not a rational number.

Answer 4

@jakashaka123 Please do not give direct answers. :)

Answer 5

im trying not to

Answer 6

Please try harder. :)

Answer 7

k

Answer 8

@im_ur_kitty_kat An irrational number is a number that can't be written as a fraction and goes on forever and is not a repeating decimal.

Answer 9

so dont put the answer just put the other statement ?

Answer 10

A repeating decimal: 0.50505050
It is a repeating decimal, because it uses the same numbers over and over again, so do you think it is true or false? @im_ur_kitty_kat

Answer 11

In mathematics, an irrational number is any real number that cannot be expressed as a ratio of integers. Irrational numbers cannot be represented as terminating or repeating decimals.

Answer 12

That would be good.

Answer 13

so now im confusing myself of whether its true or false

Answer 14

It doesn't give out the answer, and leads the person to the answer.

Answer 15

nm i see why i got my answer now

Answer 16

and thnx @AnswerMyQuestions

Answer 17

No problem. :)

Answer 18

thank you i think its false

Answer 19

No..

Answer 20

If it is a repeating decimal, it has the same numbers over and over again, like 0.123123123123....

Answer 21

oh i keep thinking its the other way around

Answer 22

:)

Answer 23

thank you @AnswerMyQuestions

Answer 24

No problem. Anymore questions?

Answer 25

Not at the moment

Answer 26

and thank you @jakashaka123

Answer 27

mhm no problemo friend :)