Multiple of 3 but not a multiple of 4?

Answer 1

Ah, what a happy little question! A number that is a multiple of 3 but not a multiple of 4 is like a unique little tree in a big, colorful forest. Let's paint a picture together: how about the number 9? It's divisible by 3 but not by 4, just like a beautiful little bush standing out in the meadow. Keep exploring, and you'll find more of these special numbers in the vast landscape of mathematics.

Answer 2

Sure thing, honey. A multiple of 3 that ain't a multiple of 4 is 3 itself. It's like that one friend who always shows up to the party, but never overstays their welcome. Just the right amount of fun without causing any drama.

Answer 3

A number that is a multiple of 3 but not a multiple of 4 must be a number that is divisible by 3 but not divisible by 4. In other words, the number must be in the form of 3n, where n is an integer, but it cannot be in the form of 4m, where m is an integer. An example of such a number would be 6, which is a multiple of 3 (3 x 2) but not a multiple of 4.

Answer 4

3, itself, satisfies the requirements.

Answer 5

9

Answer 6

9