A cubic funtion y \equal{} ax^3 \plus{} bx^2 \plus{} cx \plus{} d\ (a\neq 0) intersects with the line y \equal{} px \plus{} q at x \equal{} \alpha ,\ \beta ,\ \gamma\ (\alpha < \beta < \gamma). Find the area of the region bounded by these graphs in terms of a, α, β, γ. calculusintegrationfunctiongeometrycalculus computations