Question

Which property tells us to multiply the powers to simplify

Answer 1

I think the answer to your problem is exponents.

Answer 2

I already answered this question. This is the answer:

Answer: the property that tells to multiply the powers to simplify is called power of a power.


Justification:

Property:

$(a^{b} )^{c}= a^{b.c}$

Some examples will help you to understand and remember better:

$(3^2)^4=3^{2.4}=3^8=6561 (10^{3})^{2}=10^{3.2}=10^{6}=1,000,000 (5^{4})^5=5^{5.4}=5^{20}=95,367,431,640,625$

Remember a power raised to other power is a property named power of a power and tells that you keep the base and multiply the powers.