A cubic meter of copper weighing 9000kg is rolled into a square bar 9 metres long. An exact cube is cut off from the bar. How much does it weigh?
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Answer:
when an exact cube of copper is cur off from the bar it weighs 333.3 kg
Step-by-step explanation:
Given in the question that,
volume of 1 m³ have mass = 9000 kg
Suppose side of square = x
Equation
x² * 9 = 1
x² = 1/9
x = √1/9
x = 1/3 m
volume of cube = x³ = 1/3³ = 1/27 m³
So the required weight = 9000 * 1/27 = 333.3 kg
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