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find the total number of geometrical isomers and total number of enantiomers in each of the following: \lbrack Ma_3b_2c\rbrack, \lbrack Ma_2b_2c_2\rbrack, \lbrack Mab_3c_4\rbrack, \lbrack Mabcd_3\rbrack, \lbrack Mab_5\rbrack, \lbrack Mab_4\rbrack, \lbrack Mab_3\rbrack. (where M is a central metal atom and a,b,c,d are ligands. |
| Answer» find the total number of geometrical isomers and total number of enantiomers in each of the following: \lbrack Ma_3b_2c\rbrack, \lbrack Ma_2b_2c_2\rbrack, \lbrack Mab_3c_4\rbrack, \lbrack Mabcd_3\rbrack, \lbrack Mab_5\rbrack, \lbrack Mab_4\rbrack, \lbrack Mab_3\rbrack. (where M is a central metal atom and a,b,c,d are ligands. | |