Math  /  Algebra

QuestionUnit Overview Step-by-Step Sample Problem Hints
Pearl spent $414.40\$ 414.40 getting outfitted for a deer hunting trip, and she paid a guide $16.50\$ 16.50 an hour on the trip. The first deer Pearl saw after three days (21 hours of hunting), however, was when she arrived back home and found a big buck eating her begonias.
Define units for the time Pearl was on the deer hunting trip and the amount she spent. Enter a variable for the time Pearl was on the deer hunting trip and use this variable to write an expression for the amount she spent. \begin{tabular}{|c|c|c|} \hline Quantity Name & Time on Trip & Amountspent: \\ \cline { 2 - 3 } Unit & hour & dollars \\ \hline Expression & mm & \\ \hline \end{tabular} ABC Choose Variable 44%44 \% Mostly cloudy Search

Studdy Solution

STEP 1

1. Pearl spent a fixed amount of \$414.40 on outfitting.
2. Pearl paid a guide \$16.50 per hour.
3. Pearl hunted for 21 hours over three days.

STEP 2

1. Define the variable for the time spent on the trip.
2. Write an expression for the total amount spent using the defined variable.

STEP 3

Define a variable for the time Pearl was on the deer hunting trip. Let m m represent the number of hours Pearl spent on the trip.

STEP 4

Write an expression for the total amount Pearl spent. The total amount spent is the sum of the outfitting cost and the cost of hiring the guide for m m hours.
The outfitting cost is \$414.40.
The cost of hiring the guide is 16.50×m 16.50 \times m .
Therefore, the total amount spent is:
Total Amount=414.40+16.50m \text{Total Amount} = 414.40 + 16.50m
The expression for the amount Pearl spent is:
414.40+16.50m \boxed{414.40 + 16.50m}

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