12 [yC DWhich statement is true regarding the functions on thegraph?108f64Of(-3) = g(-4)Of(-4) = g(-3)Of(-3) = 9(-3)Of(-4) = g(-4)2-4 -313-1245 6 X-416-8-1096d-121Save and ExitNextSubmitMark this and retum

Respuesta :

coordinatesThe functions involves

[tex]F(x)\text{ and g(x)}[/tex]

If we take a closer look at the functions we can see that

[tex]\begin{gathered} f(x)\text{ = g(x) } \\ \text{where both lines intersect} \end{gathered}[/tex]

f(x) is a function of x to give a corresponding value of y

g(x) is also a function of x to also give a corresponding value of y also

Both functions meet at the cordinate

[tex](-3,-4)[/tex]

Both since both functions are a function of x we can therefore conclude that

[tex]f(-3)=g(-3)[/tex]

Hence,

The correct answer is OPTION C