\"\"

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Maggie is planning a \"\"-day trip to a family reunion.

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She wants to spend no more than\"\".

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Her plane ticket is \"\", and the hotel is \"\" per night.

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a.

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Let \"\" represent the cost of food for one day.

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Write an inequality.

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The cost of the food for one day is \"\".

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For \"\" days, the cost of the food is \"\".

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The plane ticket costs \"\".

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For a \"\"-day stay in the hotel, it costs\"\".

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Total cost for a \"\"-day trip is \"\".

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Maggie wants to spend no more than\"\".

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Therefore, the ineqality is \"\".

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\"\"

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b.

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Solve the inequality.

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\"\"                            (Original inequality)

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\"\"          (Subtract \"\" from each side)

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\"\"                            (Apply additive inverse property: \"\")

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\"\"                                       (Subtract: \"\")

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\"\"                                   (Divide each side by \"\")

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\"\"                                           (Cancel common terms)

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Therefore, Maggie can spend no more than \"\" per day on food.\"\"

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a. The ineqality is \"\".

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b. Maggie can spend no more than \"\" per day on food.