If 1 mole of X is approximately $6.02 \cdot 10^{23}$ X, why is it a unit?
How does it have the characteristics of a unit? Is it just a different way of writing the Avogadro's constant? Does amount actually have a unit or is it unitless?
If 1 mole of X is approximately $6.02 \cdot 10^{23}$ X, why is it a unit?
How does it have the characteristics of a unit? Is it just a different way of writing the Avogadro's constant? Does amount actually have a unit or is it unitless?
A mole is unit with SI dimension of "amount of substance," not unlike a dozen. It is not needed, in the sense that it would be possible to do physics and chemistry without it, but it would be horribly inconvenient to be forced to talk about the actual numbers of particles involved in a thermodynamically large system all the time. It exists for simplicity and convenience - similar to how the grocery store does not generally talk about the price of a single egg.
My original answer to this question referred to the mole as dimensionless, which conflicts with the SI convention. My feelings on this subject are well-summarized by this answer by SE user Vera K. While I generally do not treat "amount of substance" as a physical dimension in its own right, this is a convention, and not the dominant one in physics and chemistry.