Question

Another one!

Answer 1

@vocaloid pls help<3

Answer 2

like I mentioned in the previous problem:

- integers are rational
- termiting decimals are rational
- any numbers that can be written as the ratio of two integers is rational
- non-perfect squares are irrational

with that in mind, go through the list and think about whether each is rational or irrational

Answer 3

is the square root of 2 rational or irrational? what does it equal?

Answer 4

im lost--

Answer 5

try plugging sqrt(2) into a calculator. what do you get?

Answer 6

review rational vs. irrational numbers when you get a chance.

when you try to calculate the square root of 2 you should get something like 1.41... and some decimals after that that go on infinitely. that's because 2 is not a perfect square. so you have one irrational number, sqrt(2)

looking at the other numbers in your list, you also have 21 and 1/3, which is rational (you can re-write this as 64/3 which is the quotient of two integers, 64 and 3

567 is an integer. those are always rational.

5.487 is a decimal that stops (terminates). those are always rational.

so your list has *both rational and irrational numbers)