substituting y=xz does the trick
then dy/dx=xdz/dx+z
and so on
√x2+y2 = aetan-1(y/x) , a>0 then y''(0) :
a) a/2.e-Ï€/2
b) aeπ/2
c) -2/a.e-Ï€/2
d) none
@ shanks...
i think it is not a problem of differential equatn...bt a problem of differenciation...