If $$ a={{ sqrt{3}+ sqrt{2}} over { sqrt{3}- sqrt{2}}}$$ and $$ b={{ sqrt{3}- sqrt{2}} over { sqrt{3}+ sqrt{2}}}$$, then find the value of $$ {a^2 over b}+{b^2 over a}=?$$

If $$ a={{ sqrt{3}+ sqrt{2}} over { sqrt{3}- sqrt{2}}}$$ and $$ b={{ s

1.	If $$ a={{ sqrt{3}+ sqrt{2}} over { sqrt{3}- sqrt{2}}}$$ and $$ b={{ sqrt{3}- sqrt{2}} over { sqrt{3}+ sqrt{2}}}$$, then find the value of $$ {a^2 over b}+{b^2 over a}=?$$
A.	970
B.	960
C.	950
D.	940
Answer» B. 960