Consider the parabola C: y \equal{} x^2 in the x \minus{} y plane. Let l1 be the tangent line of C with slope 3 and l2 be the tangent line of C with negative slope which makes angle 45∘ with l1. Find the area bounded by C, l1 and l2. calculusintegrationconicsparabolaanalytic geometrygraphing linesslope