將後序運算式AB-C/DE*+轉換成中序式,其結果為:
(A)(A-B)/C+D*E
(B)(A-B)/C*D+E
(C)(A-B)/C*(D+E)
(D)(A-B)/(C+D)*E
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統計: A(153), B(20), C(29), D(13), E(0) #92217
統計: A(153), B(20), C(29), D(13), E(0) #92217
詳解 (共 3 筆)
#1037369
0
0
#341604
後續排列<運算元><運算元><運算子>
AB-C/DE*+
=(A-B)C/(D*E)+
=(A-B)/C(D*E)+
=(A-B)/C+(D*E)
=(A-B)/C+D*E
AB-C/DE*+
=(A-B)C/(D*E)+
=(A-B)/C(D*E)+
=(A-B)/C+(D*E)
=(A-B)/C+D*E
0
0
#379751
(A
- B)/C+D*E
0
0