To simplify the expression, we can use the product rule of exponents, which states that when you have the same base, you can multiply the exponents.
In this case, we have the base 13, so we can multiply the exponents 10 and 4.
The simplified expression would be:
13^10 * 13^4 = 13^(10+4) = 13^14
Use the Product Rile of Exponents to simplify the expression 13^10 * 13^4
3 answers
An expression was simplified to 24^12 . Which expression correctly used the Product Rule of
Exponents to simplify? (1 point)
Exponents to simplify? (1 point)
The expression 24^12 can be simplified using the product rule of exponents by adding the exponents.
Therefore, the expression that correctly uses the product rule of exponents to simplify is:
24^6 * 24^6 = 24^(6+6) = 24^12
Therefore, the expression that correctly uses the product rule of exponents to simplify is:
24^6 * 24^6 = 24^(6+6) = 24^12
1 answer