\"\"

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a.

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Find an exponential function to model the percent of impurity left after the kerosene travels x feet.

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\"\" of the impurities are removed for every foot.

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Since \"\" of the impurities are removed for every foot remaining impurities \"\".

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The percent of impurity left after the kerosene travels x feet  is \"\".

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\"\"

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b.

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The function \"\".

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Graph of the function \"\".

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\"\"

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\"\"

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c.

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Find percent of the impurity remains after the kerosene travels \"\" feet.

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Substitute \"\" in \"\".

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\"\"

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\"\".

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Percent of the impurity remains after the kerosene travels \"\" feet is \"\".

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\"\"

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d.

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No, because the graph has a horizontal asymptote \"\", so the percentage of impurities never reach to \"\".

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\"\"

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a.

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The percent of impurity left after the kerosene travels x feet  is \"\".

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b.

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Graph of the function \"\" is :

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\"\"

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c.

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Percent of the impurity remains after the kerosene travels \"\" feet is \"\".

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d.

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The percentage of impurities never reach to \"\".