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To study population growth in rats, a team of researchers placed a few rats on an uninhabited island with very few predators. The table records their observations over 31 days.
The data shows [tex]$\square$[/tex] trend. Based on the table, we can assume that the rat population on the [tex]$34^{\text{th}}$[/tex] day will [tex]$\square$[/tex].
The data shows an exponential trend. Based on the table, we can assume that the rat population on the [tex]\(34^{\text {th}}\)[/tex] day will be approximately [tex]\(1.98 \times 10^{17}\)[/tex].
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