Which of the following correctly used the product rule of exponents to simplify the expression 100^8 x 100^7
The correct use of the product rule of exponents to simplify the expression 100^8 x 100^7 is:
100^8 x 100^7 = 100^(8+7) = 100^15
The product rule of exponents states that when multiplying two powers with the same base, you can add their exponents.
Using this rule, we can simplify the expression 100^8 x 100^7 as follows:
100^8 x 100^7 = 100^(8+7)
To simplify further, add the exponents:
100^(8+7) = 100^15
Therefore, the correct simplification using the product rule of exponents is 100^15.