If y=sin(logx), prove that , `x^2y_2+xy_1+y=0`.

If f(x)=sin(logx) , prove that x^2y_2+xy_1+y=0

Find the second order derivative of the following functions If y = a cos (log x) + b sin (log x), prove that x^2y_2 + xy_1 + y = 0 .

If y=a cos(log x)+b sin(logx) , Prove that x^2y_2+xy_1+y=0 .

If y=a cos (logx)+b sin (logx) , prove that x^(2)y_(2)+xy_(1)+y=0 .

If y=3cos(logx)+4sin(logx),\ prove that x^2y_2+x\ y_1+y=0 .

If y=3cos(logx)+4sin(logx), Prove that x^2y_2+xy_1+y=0

If y=3cos(log x)+4sin(log x), prove that x^(2)y_(2)+xy_(1)+y=0

Let y=3cos(logx)+4sin(logx) Prove that x^2y_2+xy_1+y=0

If y=sin^-1x , prove that (1-x^2)y_2-xy_1=0