To find area enclosed by
Equation (i) represents a parabola with vertex (0, 32/5) and equation (ii) represents lines.
These are shown in the graph below :
Required area = Region ABECDA
= Region ABEA + Region AECDA
The area enclosed by the curves 3x2 + 5y = 32 and y = |x – 2| is \(\frac{33}{2}\) sq. units.