Solve for: (4x-5) * (7x^2-x+11)

Expression: $\left( 4x-5 \right) \times \left( 7{x}^{2}-x+11 \right)$

Distribute $7{x}^{2}-x+11$ onto $4x-5$

$4x \times \left( 7{x}^{2}-x+11 \right)-5\left( 7{x}^{2}-x+11 \right)$

Distribute $4x$ through the parentheses

$28{x}^{3}-4{x}^{2}+44x-5\left( 7{x}^{2}-x+11 \right)$

Distribute $-5$ through the parentheses

$28{x}^{3}-4{x}^{2}+44x-35{x}^{2}+5x-55$

Collect like terms

$28{x}^{3}-39{x}^{2}+44x+5x-55$

Collect like terms

$28{x}^{3}-39{x}^{2}+49x-55$