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In 2011, the population of deer in a forest was 650.

1. In 2012, the population increases by 15%. Write an expression, using only multiplication, that represents the deer population in 2012.
2. In 2013, the population increases again by 15%. Write an expression that represents the deer population in 2013.
3. If the deer population continues to increase by 15% each year, write an expression that represents the deer population years after 2011.

Respuesta :

1::650(1.15)

2: 650(1.15)2

3: 650(1.15) t

1 The expression for the population in 2012 is 650(1.15)

2. The expression for the population in 2013 is [tex]650(1.15)^2[/tex]

3. The expression for the population after 2011 is [tex]650(1.15) ^t[/tex]

Calculation of the expressions in each cases:

Since in the 2011 years, the population is 650

And, there is an increment of 15% in the year of 2012

1. So, the expression should be 650(1.15)

2. Now in the year 2013, it is [tex]650(1.15)^2[/tex]

3. And, after 2011 it is [tex]650(1.15) ^t[/tex]

Learn more about the population here: https://brainly.com/question/24309536

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