If `phi(x)=int (phi(x))^-2 dx` and `phi(1)=0` then `phi(x)` is

If phi(x)=phi'(x) and phi(1)=2, then phi(3) equals

If phi (x)=phi '(x) and phi(1)=2 , then phi(3) equals

If phi(x) is a polynomial function and phi'(x)>phi(x)AA x>=1 and phi(1)=0, then phi(x)>=0AA x>=1 phi(x) =1phi(x)=0AA x>=1 (d) none of these

If x phi (x)=underset(5)overset(x)int(3t^(2)-2phi(t))dt,x gt-2 and phi(0)=4 then phi(2) is __________

If f '(x) phi (x) (x-2) ^(2). Were phi(2) ne 0 and phi (x) is continuous at x =2 then in the neighbouhood of x =2

If f '(x) phi (x) (x-2) ^(2). Were phi(2) ne 0 and phi (x) is continuous at x =2 then in the neighbouhood of x =2

If y+x(dy)/(dx) = x(phi(xy))/(phi^(')(xy)) , then phi(xy) is equal to

If phi(x) = int_(1//x)^(sqrtx) sin(t^2) dt, then phi'(1) is equal to

if y+x(dy)/(dx)=x(phi(xy))/(phi'(xy)) then phi(xy) is