Alight truck weighs 3,300 lb and is rated at 30 miles per gallon for 52 mph highway driving on level ground. Under those conditions, the engine must overcome air resistance, rolling resistance, and other sources of friction. Give your an (a) The coefficient of drag is 0.55 at 52 mph, and the truck's frontal area is 28 ft*. What is the drag force on the truck? (Express your answer using three significant figures.) Fo - OIb (b) How much power must the engine produce at 52 mph just to overcome air resistance?

Elements Of Electromagnetics
7th Edition
ISBN:9780190698614
Author:Sadiku, Matthew N. O.
Publisher:Sadiku, Matthew N. O.
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A light truck weighs 3,300 lb and is rated at 30 miles per gallon for 52 mph highway driving on level ground. Under those conditions, the engine must overcome air resistance, rolling resistance, and other sources of friction. Give your answers in the units shown.
(a) The coefficient of drag is 0.55 at 52 mph, and the truck's frontal area is 28 ft. What is the drag force on the truck?
(Express your answer using three significant figures.)
Fo
Ib
(b) How much power must the engine produce at 52 mph just to overcome air resistance?
(Express your answer using three significant figures.)
hp
(c) In part (b) how much gasoline would be consumed each hour (neglecting other frictional effects)?
(Express your answer using three significant figures.)
V =
gal
Transcribed Image Text:A light truck weighs 3,300 lb and is rated at 30 miles per gallon for 52 mph highway driving on level ground. Under those conditions, the engine must overcome air resistance, rolling resistance, and other sources of friction. Give your answers in the units shown. (a) The coefficient of drag is 0.55 at 52 mph, and the truck's frontal area is 28 ft. What is the drag force on the truck? (Express your answer using three significant figures.) Fo Ib (b) How much power must the engine produce at 52 mph just to overcome air resistance? (Express your answer using three significant figures.) hp (c) In part (b) how much gasoline would be consumed each hour (neglecting other frictional effects)? (Express your answer using three significant figures.) V = gal
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