To solve the problem of multiplying and simplifying the given expression, follow these steps:
Start with the expression \(5z(2z+5)(z-1)\). Distribute \(5z\) across the terms \((2z+5)\) and \((z-1)\).
First, expand \((2z+5)(z-1)\):
\[ (2z+5)(z-1) = 2z^2 - 2z + 5z - 5 = 2z^2 + 3z - 5 \]
Now, multiply the result by \(5z\):
\[ 5z(2z^2 + 3z - 5) = 10z^3 + 15z^2 - 25z \]
The simplified expression is:
\[ \boxed{10z^3 + 15z^2 - 25z} \]
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