The even multiples of pi are numbers that can be expressed as 2nπ, where n is an integer. This means that the even multiples of pi are any number that is a multiple of pi and also an even number. Examples of even multiples of pi include 0, 2π, 4π, -2π, -4π, etc.
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They are members of the infinite set of numbers of the form (2*pi)*k where k is an integer. Since the set is infinite, it is not possible to list them. Provided k is non-zero, these are all irrational (transcendental) numbers.
(pi) itself is an irrational number. The only multiples of it that can be rational are (pi) x (a rational number/pi) .
The first 50 multiples of 6 are the first fifty even multiples of 3.
2, 4, 6 All even numbers have even multiples.
The multiples of all odd numbers are odd and even. Odd x odd = odd. Odd x even = even. Since odd and even numbers alternate, the multiples will alternate as well.
Because it's not even. Multiples of 6 have to also be multiples of two, that is, even numbers.