Question

Select all irrational numbers.

√10

√27

√49

√64

√99

Answer 1

ok

Answer 2

Can you stop?
You're not even trying to help.

Answer 3

In mathematics, an irrational number is a real number that cannot be expressed as a fraction. Therefore, irrational numbers, when written as decimal numbers, do not terminate, nor do they repeat.

for example pi is an irrational number

Answer 4

the first one is not

Answer 5

the first one, the square root of 10 is indeed an irrational number since its decimal form is 3.162278

Answer 6

so inset the second

Answer 7

3 one is

Answer 8

and the next 2 are also rational

Answer 9

they wanted to know which were irrational, not rational

Answer 10

Im just saying so they would know

Answer 11

there @Yuii happy not mad at me anymore?????

Answer 12

but you said the first one wasnt an irrational number. even though it is, unless you ment it wasnt a rational one

Answer 13

thats what I ment yes

Answer 14

its not rasional