The population of a country as a function of time is shown in the following
table. Is the growth exponential? $$\begin{array} { l l }
\hline \text { year } & \text { population (millions) } \
\hline 1700 & 0.501 \
1720 & 0.677 \
1740 & 0.891 \
1760 & 1.202 \
1780 & 1.622 \
1800 & 2.163 \
1820 & 2.884 \
1840 & 3.890 \
1860 & 5.176 \
1880 & 6.761 \
1900 & 8.702 \
1920 & 10.23 \
1940 & 11.74 \
1960 & 13.18 \
1980 & 14.45 \
2000 & 15.49 \
\hline
\end{array}$$

Question

The population of a country as a function of time is shown in the following
table. Is the growth exponential? $$\begin{array} { l l } 
\hline \text { year } & \text { population (millions) } \
\hline 1700 & 0.501 \
1720 & 0.677 \
1740 & 0.891 \
1760 & 1.202 \
1780 & 1.622 \
1800 & 2.163 \
1820 & 2.884 \
1840 & 3.890 \
1860 & 5.176 \
1880 & 6.761 \
1900 & 8.702 \
1920 & 10.23 \
1940 & 11.74 \
1960 & 13.18 \
1980 & 14.45 \
2000 & 15.49 \
\hline
\end{array}$$

Quizplus · Accepted Answer

The Answer of The population of a country as a function of time is shown in the following
table. Is the growth exponential? $$\begin{array} { l l } 
\hline \text { year } & \text { population (millions) } \
\hline 1700 & 0.501 \
1720 & 0.677 \
1740 & 0.891 \
1760 & 1.202 \
1780 & 1.622 \
1800 & 2.163 \
1820 & 2.884 \
1840 & 3.890 \
1860 & 5.176 \
1880 & 6.761 \
1900 & 8.702 \
1920 & 10.23 \
1940 & 11.74 \
1960 & 13.18 \
1980 & 14.45 \
2000 & 15.49 \
\hline
\end{array}$$

The Population of a Country as a Function of Time