Practical Domain and Range
Identify the relevant information given to you in the application problem below. Use that information to answer the questions that follow on Practical Domain and Practical Range.

Round your answers to two decimal places as needed.
You purchase 70 bags of peanuts for 19 dollars and plan to sell them at the carnival for 75 cents each. Your profit can be determined by the function P(x)=0.75x−19\displaystyle {P}{\left({x}\right)}={0.75}{x}-{19} where P\displaystyle {P} represents your profit and x\displaystyle {x} represents the number of bags of peanuts sold.
Identify the practical domain of this function by filling in the blanks below.

Minimum number of bags of peanuts sold ≤x≤\displaystyle \le{x}\le Maximum number of bags of peanuts sold

Practical Domain: ≤x≤\displaystyle \le{x}\le
Identify the practical range of this function by filling in the blanks below. Do not include the dollar sign in your answers.

Minimum Profit ≤P(x)≤\displaystyle \le{P}{\left({x}\right)}\le Maximum Profit

Practical Range: ≤P(x)≤\displaystyle \le{P}{\left({x}\right)}\le

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