In the context of Fritzsch-like texture 4 zero Hermitian quark mass matrices,
we have attempted to find an exact' formula for sin2\beta wherein the dependence of \beta on the quark masses and the elements of the quark mass matrices is visible in a simple and clear manner. This has been achieved keeping in mind the strong hierarchy of the quark masses and assuming the weak hierarchy amongst the elements of the mass matrices. This exact’ formula
represents a vast improvement over the leading order formula based on strong
hierarchy of the elements of the mass matrices. Apart from showing the
compatibility of texture 4 zero mass matrices with the present value of
sin2\beta and other CKM parameters, we find interesting conclusions regarding
the structural features of the mass matrices.

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