PhysicsMedium156×since 2002Q8255An expression for a dimensionless quantity P is given by P=αβloge(ktβx)P = {\alpha \over \beta }{\log _e}\left( {{{kt} \over {\beta x}}} \right)P=βαloge(βxkt); where α\alphaα and β\betaβ are constants, x is distance; k is Boltzmann constant and t is the temperature. Then the dimensions of α\alphaα will be :A[M⁰ L^−-−1 T⁰]B[M L⁰ T^−-−2]C[M L T^−-−2]D[M L² T^−-−2]Check answerSkip