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Mathematics 13 Online
OpenStudy (anonymous):

A neighborhood has provided trash cans to residents to dispose of their waste. All trash cans have a diameter of 1.5 meters and a height of 1.25 meters. What is the minimum number of trash cans required to dispose of 10 cubic meters of waste?

OpenStudy (anonymous):

First of all we need to know the volume of one trashcan (cylinder). To figure that out we use V=b.h The base is the area of the circle, so lets start with that: A = pi.r² If we know the diameter is 1.5m, we know that the radius is half of that, so 0.75m. A= 0.75².pi = about 1.77 Now we have the are of the circle, multiply this with the height of the trashcan: V= b.h = 1.77 x 1.25 = 2.21 The volume of 1 trashcan is 2.21m³ how many trashcans of 2.21m³ do we need to dispose of the 10m³ we have? 10 divided by 2.21 = 4.52. So at least 5 trash cans Hope it was a little bit clear?

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