The unit of Stefan-s constant sigma is

Question

Toppr Admin · Accepted Answer

Correct option is C- -W- m-2-K-4-Stefan-s law is -E-sigma -T-4-Rightarrow -sigma -dfrac-E-T-4-where-E-dfrac-Energy-Area -times Time-dfrac-Watt-m-2-sigma -dfrac-Watt-m-2-k-4-Watt-m-2-k-4-

The unit of Stefan's constant $$\sigma$$ is

Correct option is C. $$W\, m^{-2}K^{-4}$$
Stefan's law is $$E=\sigma (T^4)$$
$$\Rightarrow \sigma =\dfrac{E}{T^4}$$

where,$$E=\dfrac{Energy}{Area \times Time}=\dfrac{Watt}{m^2}$$

$$\sigma =\dfrac{Watt-m^2}{k^4}=Watt-m^{-2}k^{-4}$$

The unit of Stefan's constant $$\sigma$$ is

Correct option is C. $$W\, m^{-2}K^{-4}$$Stefan's law is $$E=\sigma (T^4)$$$$\Rightarrow \sigma =\dfrac{E}{T^4}$$where,$$E=\dfrac{Energy}{Area \times Time}=\dfrac{Watt}{m^2}$$$$\sigma =\dfrac{Watt-m^2}{k^4}=Watt-m^{-2}k^{-4}$$

Correct option is C. $$W\, m^{-2}K^{-4}$$
Stefan's law is $$E=\sigma (T^4)$$
$$\Rightarrow \sigma =\dfrac{E}{T^4}$$

where,$$E=\dfrac{Energy}{Area \times Time}=\dfrac{Watt}{m^2}$$

$$\sigma =\dfrac{Watt-m^2}{k^4}=Watt-m^{-2}k^{-4}$$