lect the graph of a function $f(x)$ that satisfes the stated conditions. Inflection points are marked by $lp$ written on the graph

a$.P$ in continusus and differentiable everywhere

b$.r(0)=4$

c$.T(M)$ is $0$ on $(-x,-3)$ and $(5,-1)$

d$.f(x)>0$ on $(-3,5)$

e$.f^{\text{'}\text{'}}(x)>0$ on $(-x,1)$

t$.T(x)<mn>0</mn>$ on $(t,)$