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The function is \"\", where \"\" is the number of years since \"\".

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Rewrite the function as \"\".

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Here \"\" represents the year \"\" and \"\" represents the year \"\".

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Graph of the function \"\".

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 (a)

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All possible values of \"\" is domain of the function.

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\"\" is the number of years since \"\".

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The model only includes the year from \"\" to \"\".

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The relevant domain is \"\".

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Observe the graph :

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All possible values of \"\" is the range of the function.

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Range is \"\".

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(b)

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Observe the graph: Approximate \"\" - intercept is \"\".

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Find the \"\" - intercept by substituting \"\" in \"\".

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\"\"

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\"\"

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\"\" - intercept is \"\".

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The \"\" - intercept represents the percent of population change in \"\".

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(c)

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Zeros of a function is \"\" - intercepts.

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Observe the graph : \"\" - intercept of the function is \"\".

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Zero of the function is \"\".

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The zero of the function represents the time at which the percent population change was \"\".

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(d)

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Find the percent of population change in \"\".

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\"\" represents the year \"\".

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Substitute \"\" in \"\".

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\"\"

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\"\"

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\"\"

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The percent of population in \"\" is \"\"%.

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This value is does not seem realistic because it would mean that the population increased by about  \"\", which does not seem likely in comparison to the population trends from \"\" to \"\".

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(a) The relevant domain is \"\" and range is \"\".

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(b) \"\"-intercept is \"\" and the \"\"-intercept represents the percent of population change in \"\".

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(c) Zero of the function is \"\" and the zero of the function represents the time at which the percent population change was \"\".

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(d) The percent of population in \"\" is \"\" %.

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This value is does not seem realistic because it would mean that the population increased by about  \"\", which does not seem likely in comparison to the population trends from \"\" to \"\".