Two cylindrical containers are shown. Container A has a radius r and a height of h and holds a maximum of 100 ounces of water. Container B has a radius of 4r and a height of 12h. What is the maximum amount of water that Container B can hold?
+15127 Hello guest!
Two cylindrical containers are shown. Container A has a radius r and a height of h and holds a maximum of 100 ounces of water. Container B has a radius of 4r and a height of 12h. What is the maximum amount of water that Container B can hold?
Can I translate please?
Zwei zylindrische Behälter sind gezeigt. Container A hat einen Radius r und eine Höhe von h und hält maximal 100 Liter Wasser. Behälter B hat einen Radius von 4r und eine Höhe von 12h. Was ist die maximale Menge an Wasser, die Container B halten kann?
VA = pi r² h
VB = pi (4r)² * (12h)
Value equation
100 ounces / pi r² h = x / pi (4r)² * (12h)
x = 100 ounces)* pi * 16r² * 12h / pi * r² * h
x = 100 ounces * 16 * 12
x = 19 200 ounces
Ton B can hold 19 200 ounces water.
Greeting asinus :- )
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