Why Any Number to the Zero Power is One

The video tutorial explores the concept of exponents, focusing on simplifying powers to an exponent of zero. It begins by explaining fractions as division problems and demonstrates the quotient of powers rule. The tutorial clarifies that any non-zero number raised to the zero power equals one, using expanded form for better understanding. It concludes by highlighting the special case where a base of zero with an exponent of zero is not equal to one.

What is the significance of writing numbers in expanded form when dealing with exponents?

What should you remember about a power with a base of 0 and an exponent of 0?