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A storm is approaching from the SW at 30 mph and is 7.5 miles away. An officer is 5 miles from the storm and needs to arrive 5...Asked by Shanda
                A storm is approaching from the SW at 30 mph and is 7.5 miles away. An officer is 5 miles from the storm and needs to arrive 5 minutes ahead of the storm. How fast does he need to drive to reach the storm 5 minutes ahead?
            
            
        Answers
                    Answered by
            bobpursley
            
    figure out how much time it takes for the storm to arrive.  Subtract five minutes.  Now you have the time for the officer to travel, and you know his distance, so figure speed.
    
                    Answered by
            Reiny
            
    time taken for the storm to arrive = 7.5/30 hrs = .25 hrs = 15 minutes
So the officer must do his 5 miles in 10 minutes to arrive 5 min ahead of the storm
speed = dist./time = 5/(10/60) = 30 mph
    
So the officer must do his 5 miles in 10 minutes to arrive 5 min ahead of the storm
speed = dist./time = 5/(10/60) = 30 mph
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