Unlocking the Secret: How Many Factors Does a Number Have?

Have you ever gazed at a number and wondered, "How many hidden faces does it truly have?" I once sat in a bustling New York café, pondering this very mystery with a cup of coffee in hand. The trick is almost magical: take any number—let's say 72—and break it down into its prime roots. Imagine peeling back layers until all that's left are the purest building blocks: 2 and 3. Count how many times each appears, add one to each count, and then multiply those results. For 72, that's (3+1) × (2+1) = 12. Voilà! Twelve factors, each a doorway to a new mathematical adventure. But here's the twist: did I miss a step, or do you see a smarter shortcut? Drop your wisdom below, challenge my method, and let's craft a perfect formula together! 🌟🤔 #MathTricks #Education #Learning