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ChemistryMediumNumerical2022 ยท 28 Jul Shift 1

Q61.Let ๐‘†1 = ๐‘ง1 โˆˆ๐ถ: ๐‘ง1 - 3 = 2 and ๐‘†2 = ๐‘ง2 โˆˆ๐ถ: ๐‘ง2 - ๐‘ง2 + 1 = ๐‘ง2 + ๐‘ง2 - 1 . Then, for ๐‘ง1 โˆˆ๐‘†1 and ๐‘ง2 โˆˆ๐‘†2, the least value of ๐‘ง2 - ๐‘ง1 is (1) 0 (2) 1 2 3 5 (3) (4) 2 2

What This Question Tests

This question requires identifying and counting the number of relatively more stable isomers (geometric and linkage) for a given octahedral coordination complex.

Concepts Tested

Geometric isomerismLinkage isomerismOctahedral complexesBidentate ligands

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