A calculus problem by Ankit Nigam

Calculus Level 3

If y= f ( x ) f\left( x \right) be a real function so that 3 f ( x + y 3 ) = f ( x ) + f ( y ) 3f\left( \frac { x+y }{ 3 } \right) =f\left( x \right) \quad +\quad f\left( y \right) for all x,y belongs to R and f ( 0 ) f\left( 0 \right) = 2 = f ( 0 ) f^{ ' }\left( 0 \right) , then the graph will be a

You can try other problems at Basic Calculus

straight line passing through (0,2) straight line passing through origin none of these parabola passing through (1,1)

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