Question

why don't 2π a rational number?

it can be expressed in 2×22/7=44/7
where p and q are integers and q is not equal to zero.
so we can say it as a rational number.
if you say 2π is a irrational number then support your answer.

Answer 1

✔✔heya here is ur answer ☺☺

___________________________

____________________________

$2\pi$
is an irrational number. Because the valie of pi is non terminating and non repeating. So pi is an irrational number.

when 2 is multiplied wid pi the value will also non terminate and non repeat .....

Hence we can say 2 pi is irrational number...


THANK YOU ✌✌

HOPE IT HELPS YOU ☺☺

Answer 2

heyy here is ur answer,_________

π is an irrational number,
because it is nonterminating and
nonrecurring decimal.

we know π=c/d here any
one value either c (or) d
must be irrational.

π is not equals to 22/7 it is
just appropriate value.

scientists are still finding
the values . up to now
they found 13 decimals.

so, πis an irrational

number......

hope helpful........
__________________