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9 b quyt hc tp ca sinh vin M m bn nn bit:1.Khng bt c cng vic g xen ngang vo vic hc, mt khi gi sch v ra l phi qun i cc chuyn xung quanh mnh, b qua cc li r r ca bn b.2.Lun bit tn dng thi gian mt cch hp l, cc sinh vin gii thng quy nh gi gic lm vic ca mnh rt cht ch. Ni chung h rt kin nh trong k hoch hc tp3.Lun sp xp gn gng ni hc tp, mi th u phi sp t ngn np sao cho c th vi tay l ly c khi cn, iu ny rt quan trng v s tit kim c thi gian khng lm gin on vic hc.4.Rn luyn cch c sch, cch c nhanh rt b ch, khng ch c nhiu t m cn bit cch nhn vo mc lc, s trc tin, nh th s c mt nim chung v ni dung ch yu ca cun sch, v vy s nh lu. Theo Gordon W Green Ngi bit c sch l ngi lun t t ra cho mnh nhng cu hi hiu tc gi mun ni g..5.Phi lp ra mt chng trnh hc tp, c lp thi gian biu, chia cng vic thnh nhiu phn nh v c gng hon thnh tng phn mt, cng sm cng tt n tp li. Nht l khi k thi n gn.6.Bit cch ghi chp lp hc. iu quan trng l phi ghi nhng iu thy c nhn mnh trong khi ging bi, phi ghi y nhng iu y khi nghe ging, v l vn then cht lm bi tp v tt nht l ghi li vi cu tng kt trc khi tan hc.7.Lm bi tp tht r rng cn thn, cc thy c thng c cm tnh i vi nhng bi lm sch s, gn gng.8.Khng ngi nu thc mc trong lp hc, khi cha hiu bi ch ng hi ngay ti lp, vn cng m rng cng nh lu v hiu su, kt qu cao ph thuc vo mc hiu bit vn , khng ch tr li cu hi kim tra.9.Thng xuyn trao i vi bn b nhng g mnh cha hiu. Tho lun vi nhau v vn vng mc, trnh by cc gii php cng nhau gii quyt, nhng sinh vin mun c lp hc hnh tiu ph thi gian v ch khi t gii quyt vn kh khn mt mnh m khng chia s trao i cng vi bn b.