Answer
It is necessary to reflect $f(x)$ about the x-axis and then to move the new graph 5 units upward.
Work Step by Step
Observe:
$f(-1)=0.3^{-1}\approx3.3333$ which gives the point: $(-1,3.3333)$
$g(-1)=-0.3^{-1}+5\approx-3.3333+5=1.6667$ which gives the point: $(-1,1.6667)$
$f(0)=0.3^0=1$ which gives the point: $(0,1)$
$g(0)=-0.3^0+5=-1+5=4$ which gives the point: $(0,4)$
$f(1)=0.3^1=0.3$ which gives the point: $(1,0.3)$
$g(1)=-0.3^1+5=-0.3+5=4.7$ which gives the point: $(1,4.7)$
$f(2)=0.3^2=0.09$ which gives the point: $(2,0.09)$
$g(2)=-0.3^2+5=-0.09+5=4.91$ which gives the point: $(2,4.91)$
