Let the curve C: y \equal{} |x^2 \plus{} 2x \minus{} 3| and the line l passing through the point ( \minus{} 3,\ 0) with a slope m in x\minus{}y plane. Suppose that C intersects to l at distinct two points other than the point ( \minus{} 3,\ 0), find the value of m for which the area of the figure bounded by C and l is minimized. calculusintegrationanalytic geometrygraphing linesslopegeometryderivative