The graph of the function (y = f(x) )is symmetrical about th... | Mathematics | SolveeIt

The graph of the function $y = f(x)$ is symmetrical about the line $x = 2$ , then

$f (x + 2) =f (x-2)$

$f (2 + x )= f (2 -x )$

$f (x ) = f ( - x)$

$f (x) = -f (-x)$

Answer

$f (2 + x )= f (2 -x )$

Explanation

Since graph is symmetrical about the line $x = 2$ $\therefore \:\: f(2 + x) = f(2 - x)$ .

Mathematics Question on Relations and functions