A company has two warehouses that are 360 miles apart. A truck leaves Warehouse A and heads towards Warehouse B traveling at 45 miles per hour. At the same time, a truck leaves Warehouse B and heads towards Warehouse A traveling at 60 miles per hour. How long will the trucks be driving before they meet each other on the road?
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One point is clear from above question that the time taken by 1st truck and the 2nd truck is equal when they meet.
Let they meet after t hours.
then,
20t + 60t = 360
80t = 360
t = 360/80
t = 4.5 hours.
They will meet after 4 hours and 30 minutes after leaving the warehouses.
★PLZ MÅRK ÏT THE BRAINLIEST ANSWER AND DROP A ♥
Let they meet after t hours.
then,
20t + 60t = 360
80t = 360
t = 360/80
t = 4.5 hours.
They will meet after 4 hours and 30 minutes after leaving the warehouses.
★PLZ MÅRK ÏT THE BRAINLIEST ANSWER AND DROP A ♥
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