Question

Which number serves as a counterexample to
the statement below?
All positive integers are divisible by 2 or 3.......PLEASE EXPLAIN :]

Answer 1

11

Answer 2

lol you beat me i was going to say 13

Answer 3

any prime that isnt 2 or 3

Answer 4

there are also some composite numbers that dont have factors 2 and 3 like 77

Answer 5

the answer choices are 100, 57,30, or 25...please explain how you get the answer

Answer 6

hmmmm true very interesting

Answer 7

100/2=50
57/3=19
30/3=10
25 is not divisible by either

Answer 8

25/2 is not an integer so 25 is not divisible by 2
25/3 is not an integer so 25 is not divisible by 3

Answer 9

cool?

Answer 10

here regan i will give you some medals

Answer 11

Thankk Yhuu Guys ! <3

Answer 12

saffire i will give you a medal if you tell me if 27 is divisible by 3

Answer 13

thank you : ) if you describe the whole set ill give you one

Answer 14

yes it is divisible by 3

Answer 15

vg saffire u get a medal lol

Answer 16

HaaHaa Thank Yhuu

Answer 17

{x is an element of the Z|2divides x and 3 divides x}
the set has been described lol

Answer 18

or*