Question
Can you show how it would look in an excel type format Measurements Details You work for XYZ trucking and your boss has asked you
Can you show how it would look in an excel type format
Measurements Details
You work for XYZ trucking and your boss has asked you to figure out how much the firm should charge a new customer to make a full Truckload delivery and make a 15% profit. The firm knows that it will find a backhaul customer, so you only need to worry about the cost for the move.
The shipment consist of 600 boxes weighing 50 pounds each, and measuring 4 cubic feet each. The trailers that your company uses can carry 46,000 pounds and have a volume of 3,600 cubic feet.
You calculate that it will take 3.5 hours to drive from your terminal to the customers factory, wait for the truck to be loaded and return to your terminal. The distance between your terminal and your customers factory is 10 miles.
Your line haul driver will then take the truck to the consignee and deliver the boxes. The total distance from your terminal to the consignee is 1500 miles and will take the driver 43 hours. Once at the consignees it will take 4 hours to offload the truck. Then the driver will go to the XYZ trucking terminal in the same city, which is 10 miles away.
What would you recommend to your boss that the price should be set per cwt to complete this move?
(Make sure to show your calculations)
The equipment cost data is as follows:
Equipment Cost Data Equipment Purchase Price Line-haul tractors $116,000 Trailers $ 34,000 53-foot dry van Depreciation Tractors 4 year straight line Trailers 7 year straight line Interest Tractors 4% APR for 4 years Trailers 4% APR for 7 years Fuel Per Gallon $ 3.61 Line-haul tractors 7 miles per gallon Labor Cost Line-haul drivers $ 0.47 per mile PUD operation drivers $ 22.00 per hour Miscellaneous Insurance cost $ 0.056 per mile Maintenance cost $ 0.155 per mile Billing cost $ 2.50 per freight bill Administrative overhead 15% of total cost Equipment available for use 365 days, 24 hours per day = 8,760 hours per year.
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