A metal cube of length 10.0 mm at 0∘C (273 K) is heated to 200∘C (473 K). Given its coefficient of linear expansion is 2×10−5 K−1, the percent change in its volume is

A metal cube of length 10.0 mm at 0∘C (273 K) is heated to 200∘C (

1.	A metal cube of length 10.0 mm at 0∘C (273 K) is heated to 200∘C (473 K). Given its coefficient of linear expansion is 2×10−5 K−1, the percent change in its volume is
Answer» A metal cube of length $10.0 mm$ at $0^{\circ} C (273 K)$ is heated to $200^{\circ} C (473 K)$ . Given its coefficient of linear expansion is $2 \times 10^{- 5} K^{- 1}$ , the percent change in its volume is

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A metal cube of length 10.0 mm at 0∘C (273 K) is heated to 200∘C (473 K). Given its coefficient of linear expansion is 2×10−5 K−1, the percent change in its volume is

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