Nowdays we are in a precision epoch where is possible to get accurately the parameters that involve the neutrino physics, however, even that in the future the uncertainties on those parameters will decrease enormously, perhaps still will continue some open question, for instance, what is the absolute mass of neutrinos? What is the hierarchy of the masses? Are the neutrinos Majorana or Dirac? And if they were Majorana, what would be the value of the CP phases? In this work, we studying the detectability of the CP phase through experiments of neutrino beta decay, neutrinoless double beta decay and cosmology. In order to quantify the sensitivity to the Majorana phase we use the CP exlusion fraction, it is a fraction of region of the CP phase, that is excluded for a given set of assumed input parameters. The experiments sensitivity is account when it is varied since the pessimistic to optimistic one, assumptions of the experimental erros, the uncertainty of nuclear matrix elements and all the scenarios are considering with the Normal and Inverted hierarchies. We find that a Majorana phase, the called a21 can be constrained strongly by excluded 10 − 50 per cent of phase space at 3o CL for the lowest neutrino mass of 0.1 eV. The characteristic features of the sensitivity to a21, such as dependences on the other phase a31 are addressed. We also arise the question of whether the uncertainties of nuclear matrix elements could be constrined be consistancy of such measurements.