Me ! an apparel company uses a trucking service to deliver products from its warehouse to its retail outlets. for a one-way trip, the trucking company charges a flat rate of $250 per truck, plus $1.25 for every mile driven. the apparel company has a budget of less than $950 per trip. the apparel company’s owner wants to find out which retail outlets can be serviced with the given requirements. part a represent this situation in an inequality.

Let distance between warehouse and retail outlets be x miles.

We are told that for a one-way trip, the trucking company charges a flat rate of $250 per truck, plus $1.25 for every mile driven. The apparel company has a budget of less than $950 per trip.

Upon multiplying 1.25 by x we will get delivering charges for x miles as 1.25*x. Total delivery charges also include $250 per one-way trip, therefore, 250 will be our constant.

Our total delivery charges for x miles will be,

The apparel company should service those outlets for whom delivery cost will be less than $950.

Therefore, an inequality representing apparel company's profit will be .

18.75 gallons

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is there a graph

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