$t r a n s - 3, 6 - D i m e t h y l$ $- o c t - 4 - e n e$ (A) exists in two diastereomers (I) and (II). Which statement is true about (I) and (II)?

(I) is optically active and (II) is not.

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(II) is optically active and (I) is not.

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Both are optically active.

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Both are optically inactive due to the presence of centre of symmetry.

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Solution

The correct option is D (I) is optically active and (II) is not.
$T r a n s - 3, 6 - D i m e t h y l o c t - 4 - e n e$ (A) exists in two diastereomers (I) and (II). (I) is optically active due to the absence of an element of symmetry and (II) is not as it contains a centre of symmetry.

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Similar questions

Q. trans-3, 6-Dimethyl oct-4-ene (A) exists in two diastereomers (I) and (II). Which statement is true about (I) and (II).
If the stereochemistry about the double bond in (A) is trans, two diastereomers (I) and (II) exist as shown in. Which statement is correct ?

T r a n s - 3, 6 - d i m e t h y l o c t - 4 - e n e

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The following complexex are given:
(1) $t r a n s - [C o (N H_{3})_{4} C l_{2}]^{+}$
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(5) $[T i F_{6}]^{2 -}$
(6) $[C o F_{6}]^{3 -}$
Choose the correct code:

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trans−3,6−Dimethyl−oct−4−ene (A) exists in two diastereomers (I) and (II). Which statement is true about (I) and (II)?

The correct option is D (I) is optically active and (II) is not.Trans−3,6−Dimethyloct−4−ene (A) exists in two diastereomers (I) and (II). (I) is optically active due to the absence of an element of symmetry and (II) is not as it contains a centre of symmetry.

$t r a n s - 3, 6 - D i m e t h y l$ $- o c t - 4 - e n e$ (A) exists in two diastereomers (I) and (II). Which statement is true about (I) and (II)?

The correct option is D (I) is optically active and (II) is not.
$T r a n s - 3, 6 - D i m e t h y l o c t - 4 - e n e$ (A) exists in two diastereomers (I) and (II). (I) is optically active due to the absence of an element of symmetry and (II) is not as it contains a centre of symmetry.