Simplify the following and leave your answer in exponential form.
z^10/z^6
To simplify the expression z^10/z^6, we subtract the exponents of z and rewrite it in exponential form.
z^10/z^6 = z^(10-6) = z^4
So, the simplified expression in exponential form is z^4.
To simplify the expression z^10/z^6, you can subtract the exponents:
z^10/z^6 = z^(10-6) = z^4
Therefore, the simplified form is z^4.
To simplify the expression z^10/z^6, we can use the rule for dividing exponents.
The rule states that when dividing two numbers with the same base, you subtract the exponents.
In this case, we have z^10 / z^6. Since the base is the same (z), we subtract the exponent of z^6 from the exponent of z^10.
So, the simplified expression is z^(10-6).
Simplifying the exponent, we have z^4.
Therefore, the answer in exponential form is z^4.