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`f(x)=x^2,` जहाँ `2 le x le 3`.

If the function f(x) ={x+1 if x le 1 , 2x+1 if 1 lt x le 2 and g(x) = {x^2 if -1 le x le 2 , x+2 if 2 le x le 3 then the number of roots of the equation f(g(x))=2

If the function f(x) ={x+1 if x le 1 , 2x+1 if 1 lt x le 2 and g(x) = {x^2 if -1 le x le 2 , x+2 if 2 le x le 3 then the number of roots of the equation f(g(x))=2

If f (x) =x ^(2) -6x + 9, 0 le x le 4, then f(3) =

If f (x) =x ^(2) -6x + 9, 0 le x le 4, then f(3) =

Let f (x)= max (x,x ^(2) x ^(3)) in -2 le x le 2. Then:

Let f (x)= max (x,x ^(2) x ^(3)) in -2 le x le 2. Then:

Redefine the function f(x)= |x-2| + |2 + x|, -3 le x le 3

Two functions are defined as under : f(x)={(x+1, x le 1), (2x+1, 1 < x le 2):} and g(x)={(x^2, -1 le x le 2), (x+2, 2 le x le 3):} Find fog and gof

Two functions are defined as under : f(x)={(x+1, x le 1), (2x+1, 1 < x le 2):} and g(x)={(x^2, -1 le x le 2), (x+2, 2 le x le 3):} Find fog and gof

Two functions are defined as under : f(x)={(x+1, x le 1), (2x+1, 1 < x le 2):} and g(x)={(x^2, -1 le x le 2), (x+2, 2 le x le 3):} Find fog and gof