60log(1+r/12) = log1.8
textbook says to go
log(1+r/12) = log1.8/60
i dont get the same answer.
i figure you would have to
(1+r/12) = log1.8/log60
$$60\times \log{(1+r/12)}=\log{1.8}$$
Divide both sides by 60
$$\log{(1+r/12)}=\frac{\log{1.8}}{60}$$
Assuming the log is to the base 10 then:
$$1+\frac{r}{12}=10^{\frac{\log{1.8}}{60}}$$
so:
$$r=12(10^{\frac{\log{1.8}}{60}}-1)$$
.