在完全竞争厂商的长期均衡产量上必然有()
A.MR=LMC≠SMC,其中MR=AR=P
B.MR=LMC=SMC≠LAC,其中MR=AR=P
C.MR=LMC=SMC=LAC≠SAC,其中MR=AR=P
D.MR=LMC=SMC=LAC=SAC,其中MR=AR=P
A.MR=LMC≠SMC,其中MR=AR=P
B.MR=LMC=SMC≠LAC,其中MR=AR=P
C.MR=LMC=SMC=LAC≠SAC,其中MR=AR=P
D.MR=LMC=SMC=LAC=SAC,其中MR=AR=P
A.MR=LMC=SMC≠LAC,其中MR=AR=P
B.MR=LMC≠SMC,其中MR=AR=P
C.MR=LMC=SMC=LAC=SAC,其中MR=AR=P
D.MR=LMC=SMC=LAC≠SAC,其中MR=AR=P
A) MR=LMC≠SMC,其中MR=AR=P
B) MR=LMC=SMC≠LAC,其中MR=AR=P
C) MR=LMC=SMC=LAC≠SACSAC,其中MR=AR=P
D) MR=LMC=SMC=LAC=SAC,其中MR=AR=P
A.MR=LMC≠SMC,其中 MR=AR=P
B.MR=LMC=SMC≠LAC,其中 MR=AR=P
C.MR=LMC=SMC=SAC≠LAC,其中 MR=AR=P
D.MR=LMC=SMC=SAC=LAC,其中 MR=AR=P
A.P=MR=SMC=SAC
B.P=MR=LMC=LAC
C.P=MR=SMC=LMC,SAC=LAC;但前后两等式并不相等,即P≠SAC
D.P=MR=SMC=SAC=LMC=LAC
A.SMC=SMR=SAC=SAR
B.MR=LMC=SMC
C.MR=AR=MC=AC
D.MR=LMC=SMC=LAC=SAC
E.P=LMC=LAC=SMC=SAC
A.P=MR=SMC=SAC
B.P=MR=LMC=LAC
C.P=MR=SMC=LMC,SAC=LAC,但前后二等式并不相等,即P≠SAC
D.P=MR=SMC=SAC=LMC=LAC
A.P=MR=SMC=SAC;
B.P=MR=LMC=LAC;
C.P=MR=SMC=LMC,SAC=LAC;但前后二等式并不相等,即P≠SAC;
D.P=MR—SMC= SAC=LMC=LAC。