Flag Thermal Physics> Figure 21-20 shows the variation of the c...
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Figure 21-20 shows the variation of the coefficient of volume expansion of water between 4ºC and 20ºC. The Density of water at 4ºC is 1000 kg/m3. Calculate the density of water at 20ºC.
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

Radhika Batra , 10 Years ago
Grade 11
anser 0 Answers
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