Answer
(a) $ 2$
(b) $ 2$
(c) $ 2$
(d) $ 1$
Work Step by Step
Use the provided model equation, we have:
(a) $S(100)=0.36ln(1+\frac{100}{0.36})\approx2$
(b) $S(200)=0.36ln(1+\frac{200}{0.36})\approx2$
(c) $S(150)=0.36ln(1+\frac{150}{0.36})\approx2$
(d) $S(10)=0.36ln(1+\frac{10}{0.36})\approx1$