Using the Product Rule of Exponents, what is an equivalent form of (1/3)^6⋅(1/3)^3
To find an equivalent form of (1/3)^6⋅(1/3)^3 using the product rule of exponents, we need to combine the exponents.
The product rule states that for two numbers with the same base, multiplying them together is the same as adding their exponents.
So, (1/3)^6⋅(1/3)^3 can be rewritten as (1/3)^(6+3).
Simplifying the exponent, we get (1/3)^9.
Therefore, an equivalent form of (1/3)^6⋅(1/3)^3 is (1/3)^9.