To fully simplify the expression 1/8^9 * 1/8^4, we can combine the bases (8) by adding their exponents:
1/8^9 * 1/8^4 = 1/8^(9+4)
Now, we can simplify the exponent:
1/8^(9+4) = 1/8^13
Therefore, the fully simplified expression, written in exponential form with positive exponents only, is 1/8^13.
Fully simplify and write your answer in exponential form with positive exponents only
1/8^9 * 1/8^4 =
3 answers
z^-9 = 1/z^?
? =
? =
We can solve for the missing exponent by noting that any number raised to the power of -1 is the reciprocal of that number.
So, if we have z^-9, to find the reciprocal, we need the exponent to be positive.
Therefore, ? = 9.
Thus, z^-9 = 1/z^9.
So, if we have z^-9, to find the reciprocal, we need the exponent to be positive.
Therefore, ? = 9.
Thus, z^-9 = 1/z^9.