Step 1:

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Observe the table:

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Current Rate and Increased Rate,

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Initial Charge \"\".

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Hourly Rate \"\".

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(a)

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Find the expression showing the total cost to rent a bike at the current rate.

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Let \"\" represents be number of hours.

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Total cost to rent a bike at the current rate is \"\".

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Total cost to rent a bike at the increased rate is \"\".

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(b)

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The cost to rent a bike for \"\" hours at the current rate and at the increased rate.

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Substitute \"\" in the above equations.

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Current and increased rate: \"\"

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Increased rate: \"\"

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(c)

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Find the percent increase in the total cost to rent a bike for \"\" hours.

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\"\"

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Substitute \"\" in the above formula.

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\"\"

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Increased percentage is \"\".

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(d)

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Find the number of hours he rented the bike.

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Jerome paid\"\" or a bike rental at the current rate.

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The equation is \"\".

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solve the equation.

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\"\"

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Jerome rented the bike for \"\"hours.

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Solution:

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(a)

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The expressions of the total cost to rent a bike at the current rate and increased rates are

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\"\".

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(b) At \"\" hours Current rate is \"\" and Increased rate is \"\".

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(c) Increased percentage is \"\".

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(d) Jerome rented the bike for \"\" hours.