Example $2.2$ Given the equations of two curve are $a^{2}=b^{3}$ and $a^{2}=2-b^{2}$, where $b \geq 0$ Now, define the area of the region bounded by the curves as an integration 1) With respect to a, and 2) With respect to $\mathrm{b}$ CS.VS. 1366||