In this paper, the author considered a very general type of standard quadratic congruence of composite modulus- an eighth multiple of product of two odd primes for reformulation of its solutions. The author’s first formulation was very simple but readers had to use many formulae for its solutions. Now the reformulation reduces the numbers of formulae for solutions. The discovered formula is justified and verified by using some required suitable numerical examples. The congruence is first time formulated. It is the merit of the paper. The existed method is complicated and time-consuming. Now a time-saving formulation is obtained.
Chinese Remainder Theorem (CRT), Composite modulus, odd primes, Quadratic Congruence
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