Fonksiyon Grafiklerinde Bileşke ve Eşitsizlik Analizi

Buna göre

I. $(f \circ g)(0) + (g \circ f)(1) = 7$

II. $f(x) = g(x)$ denkleminin çözüm kümesi iki elemanlıdır.

III. $f(m) < g(m)$ ise $-4 < m < 4$ tür.

ifadelerinden hangileri doğrudur?

A) Yalnız I

B) Yalnız II

C) I ve III

D) II ve III

E) I, II ve III

Soruda görsel içerik var: A Cartesian coordinate system showing two function graphs, f (red) and g (blue). The x-axis ranges from approximately -5 to 6, and the y-axis from -3 to 7. - Graph f (red): Starts at $(-5, 2)$, passes through $x$-intercepts at approximately $-4$ and $1$, has a minimum near $x= -1.5, y= -2$, passes through $(4, 3)$, and ends at $(5, 6)$. - Graph g (blue): Starts at $(-5, -1)$, passes through an $x$-intercept at approximately $-4.5$, has a maximum at $(0, 4)$, passes through $(4, 3)$, and ends at $(5, 1)$. - Key intersection points are visible at $x \approx -4$ (where blue is above red) and exactly at $(4, 3)$ where they cross. At $x=0$, $g(0)=4$ and $f(0) \approx -1.8$. At $x=1$, $f(1)=0$ and $g(1) \approx 3.8$. At $x=5$, $f(5)=6$ and $g(5)=1$.