Solve for: (6m^2np)/(m^2p)-(2n+7)

Expression: (6m^2np)/(m^2p)-(2n+7)

Write the problem as a mathematical expression

$\frac{6m^{2}np}{m^{2}p} - \left(2n + 7\right)$

Cancel the common factor

$\frac{6m^{2}np}{m^{2}p} - \left(2n + 7\right)$

Rewrite the expression

$\frac{6np}{p} - \left(2n + 7\right)$

Cancel the common factor

$\frac{6np}{p} - \left(2n + 7\right)$

Divide $6n$

$6n - \left(2n + 7\right)$

Apply the distributive property

$6n - \left(2n\right) - 1 \cdot 7$

Multiply $2$

$6n - 2n - 1 \cdot 7$

Multiply $ - 1$

$6n - 2n - 7$

Subtract $2n$

$4n - 7$