Meagan will be using a moving truck to move her belongings to another location. She is trying to decide whether to rent

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Meagan will be using a moving truck to move her belongings to another location. She is trying to decide whether to rent

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Meagan Will Be Using A Moving Truck To Move Her Belongings To Another Location She Is Trying To Decide Whether To Rent 1
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Meagan Will Be Using A Moving Truck To Move Her Belongings To Another Location She Is Trying To Decide Whether To Rent 2
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Meagan Will Be Using A Moving Truck To Move Her Belongings To Another Location She Is Trying To Decide Whether To Rent 3
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Meagan Will Be Using A Moving Truck To Move Her Belongings To Another Location She Is Trying To Decide Whether To Rent 4
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Meagan will be using a moving truck to move her belongings to another location. She is trying to decide whether to rent Truck A or Truck B: Option 1: Truck A offers a flat fee of $35 and $0.45 per mile. Option 2: Truck B offers a flat fee of $40 and $0.25 per mile. Suppose Meagan needs to drive the truck 35 miles to her new home. Question Answer (You don't need to add dollar signs in your answers). What is the cost of using Truck A? $ What is the cost of using Truck B? $ Which company offers the better deal at this mileage? Truck
Meagan will be using a moving truck to move her belongings to another location. She is trying to decide whether to rent Truck A or Truck B: Option 1: Truck A offers a flat fee of $35 and $0.45 per mil Option 2: Truck B offers a flat fee of $40 and $0.25 per mil . Suppose x = the number of miles she will drive the truck. Question Answer (don't forget the placeholder "O" before decimals; do not use a space between the number and the variable x; put answers without bracket; you don't need to add miles. just the numbers) Write an algebraic expression representing the cost of Truck A. Write an algebraic expression representing the cost of Truck B.
Meagan will be using a moving truck to move her belongings to another location. She is trying to decide whether to rent Truck A or Truck B: Option 1: Truck A offers a flat fee of $35 and $0.45 per mil Option 2: Truck B offers a flat fee of $40 and $0.25 per mil . Suppose Meagan would like to know when the costs are equal between the two trucks. Question Answer (don't forget the placeholder "0" before decimals; do not use a space between the number and the variable x; put answers without bracket; you don't need to add miles, just the numbers) Write an equation that shows the costs are equal Do the calculation to find the mileage at which both rental companies charge the same amount. Write the answer. miles
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