Question 20Let $a,b$ be the two distinct real roots of $P(x)=x^2-10x+2$. Given $a+b=10$, $ab=2$, evaluate $A=\dfrac1{a^3+2a}+\dfrac1{b^3+2b}$. $1$$2$$\frac12$$\frac5{12}$$\frac{12}5$