A sphere of diameter 7 cm and mass 266.5 gm floats in a bath of liquid
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Hey dear,
◆ Answer-
γ = 7.48×10^-4 /°C
◆ Explanation-
# Given-
r = 7/2 = 3.5 cm
m = 266.5 g
ρ0 = 1.527 g/cm^3
∆T = 35 °C
# Solution-
Density of liquid at temp. 35 °C is-
density = mass / volume
ρ = m / (4πr^3/3)
Substituting values-
ρ = 266.5 / (1.33×3.142×3.5^3)
ρ = 1.487 g/cm^3
Coefficient of cubical expansion is given by-
γ = (ρ0-ρ) / (ρ0∆T)
γ = (1.527-1.487) / (1.527×35)
γ = 7.48×10^-4 /°C
Therefore, coefficient of cubical expansion of given liquid is 7.48×10^-4 /°C.
Hope this helps you...
◆ Answer-
γ = 7.48×10^-4 /°C
◆ Explanation-
# Given-
r = 7/2 = 3.5 cm
m = 266.5 g
ρ0 = 1.527 g/cm^3
∆T = 35 °C
# Solution-
Density of liquid at temp. 35 °C is-
density = mass / volume
ρ = m / (4πr^3/3)
Substituting values-
ρ = 266.5 / (1.33×3.142×3.5^3)
ρ = 1.487 g/cm^3
Coefficient of cubical expansion is given by-
γ = (ρ0-ρ) / (ρ0∆T)
γ = (1.527-1.487) / (1.527×35)
γ = 7.48×10^-4 /°C
Therefore, coefficient of cubical expansion of given liquid is 7.48×10^-4 /°C.
Hope this helps you...
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