First, let's simplify the numerator:
(z^6 * z^7)^5
= z^13^5
Next, let's simplify the denominator:
(z^5 * z^2)^3
= z^7^3
Now, let's simplify the expression as a whole:
(z^13^5) / (z^7^3)
= z^65 / z^21
To simplify further, we can subtract the exponents:
= z^(65-21)
= z^44
Therefore, the fully simplified expression is z^44.
Fully simplify
z^6\cdotz^7)^5/(z^5\cdotz^2)^3
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