  We explore transport properties of a normal metal-superconductor-normal metal
(NSN) junction, where the superconducting region supports mixed singlet and
chiral triplet pairings. We show that in the subgapped regime when the chiral
triplet pairing amplitude dominates over that of the singlet, a resonance
phenomena emerges out where all the quantum mechanical scattering probabilities
acquire a value of 0.25. At the resonance, crossed Andreev reflection mediating
through such junction, acquires a zero energy peak. This reflects as a zero
energy peak in the conductance as well in the topological phase when $\Delta_p
> \Delta_s$.
