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What is the capacity of the cube in liters? A.3.43 L B.343 L C.343,000 L D.0.343 L
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\(1\mathrm L = 1 \mathrm{dm}^3\). This means, you must convert the given lenghts (7 centimeters) into decimeters.
the volume is clearly \((7\times7\times7)\text{cm}^3\) which we can intuitively write as \(7\text{cm} \times7\text{cm} \times7\text{cm}\). \(7\text{cm} = \dots \text{dm}\) -> the volume is also \(\dots \text{dm}\times\dots \text{dm}\times\dots \text{dm}\). Since \(7\text{cm}\) is the same as \(0.7\text{dm}\), ... what's your answer?
D.0.343 L
right
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