The given expression is: \[ -15 m^{3} + 10 m^{2} \div 5 m^{2} \] This consists of two terms: \(-15 m^{3}\) and \(10 m^{2} \div 5 m^{2}\).
Simplify \(10 m^{2} \div 5 m^{2}\): \[ 10 m^{2} \div 5 m^{2} = \frac{10 m^{2}}{5 m^{2}} = 2 \]
Replace \(10 m^{2} \div 5 m^{2}\) with \(2\) in the original expression: \[ -15 m^{3} + 2 \]
The expression is already simplified as: \[ -15 m^{3} + 2 \]
\(-15 m^{3} + 2\)
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