For a given rise in temperature, the increase in density is maximum in case of _
Answers
Answer:
15° to 20° ............ temprature rise the sun...
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Answer:
For a given rise in temperature, the increase in density is maximum when in the case that the temperature is least raised.
Explanation:
Density is inversely proportional to the temperature.
You probably know the equation
PV = n RT - (1)
Where,
P = pressure of the gas
V = volume of the gas
n = number of moles
R = Universal gas constant
T = Temperature of the gas
For a particular gas under constant pressure and constant number of moles. P,m(mass) and n becomes constant. So, the above equation (1) becomes…
V = κ T - (2)
Where, κ = constant and is given by κ = (nR)/P
But we know that,
Volume(V) = mass(m)/density(ρ)
Therefore equation (2) becomes
1/ρ = ΚT
Where, Κ = (nR)/(Pm)
i.e, 1/ρ α T
They are inversely proportional to each other, if the temperature is more the density will be less, because the volume increases upon increasing the temperature.