The exponential growth model for Canada is \(\displaystyle{A}={33.1}{e}^{{{0.009}{t}}}\) and exponential growth model for Uganda is \(\displaystyle{A}={28.2}{e}^{{{0.034}{t}}}\). Since t is after 2006 years, so for the year 2013, t=7

\(\displaystyle{A}={33.1}{e}^{{{0.009}{\left({7}\right)}}}\)

\(\displaystyle={33.1}{e}^{{{0.063}}}\)

\(\displaystyle={35.25}\)

Therefore, the population of Canada in 2013 is 35.25 million.

Calculate the population of Uganda.

\(\displaystyle{A}={28.2}{e}^{{{0.034}{\left({7}\right)}}}\)

\(\displaystyle={28.2}{e}^{{{0.238}}}\)

\(\displaystyle={35.777}\)

Therefore, the population of Uganda in 2013 is 35.777 million.

Thus, the population of Uganda is more than Canada's population in 2013.

Hence, the given statement is true.