Phi(s" th ":((x+a)/(x-a))^(2)-5((x+a)/(x-a))+6=0,quad x

Solve the equations : ((a-x)/(x+a))^(2)-5((x-a)/(x+a))+6=0

lim_(x rarr0)(3x^(2)+5x-1)/(x^(2)+2x+6)

Let f(x)=x amd g(x)=|x| for all x in R . Then the function phi(x)"satisfying"{phi(x)-f(x)}^(2)+{phi(x)-g(x)}^(2) =0 is

Let f(x)=x amd g(x)=|x| for all x in R . Then the function phi(x)"satisfying"{phi(x)-f(x)}^(2)+{phi(x)-g(x)}^(2) =0 is

If (d)/(dx)log(x^(2)-5)=(phi(x))/(x^(2)-5) , then the value of phi(x) is -

If phi (x) is continuous at x= alpha such that f(x)=(ax-a^2-x^2)phi(x) for all x, then f(x) is

5sin x-12cos x=-13sin3x,quad if sin phi=(12)/(13), then (a)sin(2x-(phi)/(2))=0(b)sin(x+(phi)/ (2))=0(c)cos(x+(phi)/(2))=0(d)cos(2x+(phi)/(2))=0

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