Dimension of specific heat is:

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JKSSB JE CE 2021 Official Paper Shift 2 (Held on 29 Oct 2021)
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  1. L2t-2T1
  2. L2t-2T-1
  3. L2t-2T3
  4. L-2t2T1

Answer (Detailed Solution Below)

Option 2 : L2t-2T-1
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Explanation:

Specific heat or specific heat capacity of a body is the amount of heat required for a unit mass of the body to raise the temperature by 1 degree celsius.

It is denoted by “C” or “S”.

S = (Q /m Δ t)

where S = specific heat of a substance, Q = Heat supplied to the object, m = mass of the substance, Δ t = change in temperature

Dimensional formula of Energy [E] = [ML2t-2]

S = (Q/m Δt)

Q is heat supplied which is a type of energy

So [Q] = [E] = [ML2t-2]

[Mass] = [M]

[Temperature] = [T]

\(\left[ S \right] = \;\frac{{\left[ Q \right]}}{{\left[ M \right]\left[ {Temperature} \right]}} = \frac{{M{L^2}{t^{ - 2}}}}{{M \times T}} = {M^0}{L^2}{t^{ - 2}}{T^{ - 1}}\)

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