Advertisements
Advertisements
Question
Give the expression for volume thermal expansion.
Advertisements
Solution
Volume Expansion: For a small change in temperature ∆T the fractional change in volume `((Δ"V")/("V"_0))` of a substance is directly proportional to ∆T.
`(Δ"V")/"V"_0 = α_"V"Δ"T"`
Therefore, `α_"V" = (Δ"V")/("V"_0Δ"T")`
APPEARS IN
RELATED QUESTIONS
Choose the correct option.
If α, β and γ are coefficients of linear, area l and volume expansion of a solid then
Choose the correct option.
Consider the following statements-
(I) The coefficient of linear expansion has dimension K-1.
(II) The coefficient of volume expansion has dimension K-1.
Define molar specific heat capacity.
Give the expression for area thermal expansion.
Define latent heat capacity.
Write the unit of latent heat capacity.
Calculate the number of moles of air is in the inflated balloon at room temperature as shown in the figure.

The radius of the balloon is 10 cm, and the pressure inside the balloon is 180 kPa.
What does the temperature of a body tell us?
What does the temperature of a body tell us?
What is the difference between temperature and heat energy?
