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I and II are geometrical isomers of each...


I and II are geometrical isomers of each other because

A

`l_1 = l_2`

B

`l_1 gt l_2`

C

`l_2 gt l_1`

D

`l_1 and l_2` cannot be compared.

Text Solution

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The correct Answer is:
C
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  2. Number of chiral isomers are:

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  3. Number of stereoisomer are

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  4. Sum of number of stereoisomer (C) Degree of unsaturations in (D).

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  6. Theoretical possible geometrical isomer of

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  7. The number of structural isomers possible for C5H11Br is

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  8. Total number of plane of symmetry present in given compound is

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  9. Total number of isomers for C4H6Br2 containing cyclobutane ring are ( ...

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  10. Total number of structural isomers of C9H18 containing cyclohexane rin...

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  17. x = number of compounds which undergoes Tautomerisation to form an Aro...

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  18. If molecule is pyramidal, X stereoisomers are possible for : C(abcd)...

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