you can tell that pi is an irrational number because it has a what ?

Question

a.non-repeating decimal

b.non-terminating decimal

c.repeating decimal

d.non-repeating and a non-terminating decimal

Answer 1

pi is NON rashunal...that meen not a frakshun

Answer 2

its c. because the decimal goes on we just narrow it down to 3.14

Answer 3

non-terminating decimal

Answer 4

d is the answer, because the decimal for (pi) is never terminated and any repetition is purely fortuitous and there is no repeating pattern. (Answer a is insufficient because many decimals don't repeat but they do terminate; b is incomplete because a recurring decimal doesn't terminate, but it does repeat; c doesn't apply, because (pi) does not repeat like a recurring decimal, for example, 22/7 is an approximation for (pi) and it is a repeating decimal, but it's only an approximation.)