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How many geometrical isomers are there f...

How many geometrical isomers are there for
(a)`[Co(NH_(3))_(2)CI_(4)]^(Θ)`
(b) `[AuCI_(2)Br_(2)]^(Θ)` (square planar) (c ) `[CuCI_(2)Br_(2)]^(2-)` (tetrahedral) .

A

Two cis and trans, no geometrical isomers .

B

Two cis and trans , two cis and trans.

C

No geometrical isomers , two cis and trans .

D

No geometrical isomers , no geometrical isomers .

Text Solution

Verified by Experts

The correct Answer is:
B
`[Co(NH_(3))_(2) Cl_(4)]^(-) " " [AuCl_(2) Br_(2)]^(-)`
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How many geometrical isomers are there fore (a) [Co(NH_(3))_(2)CI_(4)]^(Θ) (b) [AuCI_(2)Br_(2)]^(Θ) (square planar) (c ) [CuCI_(2)Br_(2)]^(2-) (tetrahedral) .

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Knowledge Check

  • How many geometrical isomers are there for [Co(NH_(3))_(2)Cl_(4)]^(-), and [AuCl_(2)Br_(2)]^(-) ?

    A
    Two cis and trans, no geometrical isomers
    B
    Two cis and trans, two cis and trans
    C
    No geometrical isomers, two cis and trans
    D
    No geometrical isomers, no geometrical isomer

  • The number of geometrical isomers for [Pt(NH_(3))_(2)CI_(2)] is

    A
    3
    B
    4
    C
    1
    D
    2

  • How many geometrical isomers are possible for [Pd^(2+)(NH_(2)-CH(CH_(3))-CO_(2)^(-))_(2)]^(0)

    A
    `2`
    B
    `3`
    C
    `4`
    D
    `6`

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