id	author	title	date	pages	extension	mime	words	sentence	flesch	summary	cache	txt
iajs-704	Hassin, M. A.	On Weakly Quasi-Prime Module	2017	6	.pdf	application/pdf	2888	162	86	So, can make M S into RS-module by setting x/s + y/t = (tx + sy )/st, r/tx/s = rx/ts for every x, y  M and for every r  R, s, t  S. Proof: Let M = M 1  M 2 where M 1 and M 2 are two W.q.p module, to prove M is W.q.p module, i.e to prove annRM = annRrM, for all r  annRM.	cache/iajs-704.pdf	txt/iajs-704.txt