In this paper, we prove the existence and uniqueness of common fixed points for two pairs of
selfmaps satisfying a Geraghty-Suzuki type contraction condition in which one pair is compatible,
b-continous and the another one is weakly compatible in complete b-metric spaces. Further, we
prove the same with different hypotheses on two pairs of selfmaps which satisfy b-(E.A)-property.
We draw some corollaries from our results and provide examples in support of our results
Common fixed points, b-metric space, weakly compatible maps, b-(E.A)-property