  Use formulas to describe the monopole and dipole spectra of the Cosmic
Microwave Background (CMB) radiation, the exact expressions for the temperature
dependences of the radiative and thermodynamic functions, such as the total
radiation power per unit area, total energy density, number density of photons,
Helmholtz free energy density, entropy density, heat capacity at constant
volume, pressure, enthalpy density, and internal energy density in the finite
range of frequencies are obtained. Since the dependence of temperature upon the
redshift z is known, the obtained expressions can be simply presented in z
representation. Utilizing experimental data for the monopole and dipole spectra
measured by the COBE FIRAS instrument in the 60 - 600 GHz frequency interval at
the temperature T = 2.728 K, the values of the radiative and thermodynamic
functions, as well as the radiation density constant a and the Stefan-Boltzmann
constant are calculated. In the case of the dipole spectrum, the constants a
and the Stefan-Boltzmann constant, and the radiative and thermodynamic
properties of the CMB radiation are obtained using the mean amplitude Tamp =
3.369 m K. It is shown that the Doppler shift leads to a renormalization of the
radiation density constant a, the Stefan-Boltzmann constant, and the
corresponding constants for the thermodynamic functions. The radiative and
thermodynamic properties of the Cosmic Microwave Background radiation for the
monopole and dipole spectra at the redshift z = 1089 are calculated.
