[" (14).CH "=CH" - CH "],[" CH "CH=CH_(3)]

CH_(3)CH_(2)CH = CH_(2)" and "CH_(3)CH = CH - CH_(3) show

CH_(3)-CH=CH-CH=CH_(2)

write the IUPAC name {:(CH_(3)CH_(2)CH_(2)CH_(2)" "CH_(2)CH_(3)" "CH_(3)),(" | | |"),(" "CH_(3)-CH-C=CH-CH_(2)-CH-CH_(3)):}

The IUPAC name for CH_(3)CH_(2)CH (CH = CH_(2)) CH_(2)CH_(2)CH_(3) is

CH_(3)-CH=C=CH-CH_(3)

(i) CH_(2)=CH-CH_(2)-CH=CH_(2) (ii) CH_(2)=CH-CH=CH-CH_(3) (iii) CH_(3)-CH=CH-CH=CH-CH_(3) The numbers of possible geometrical isomers for the above compounds are

Which of the following compounds exhibit geometrical isomerism? (A) CH_2=CH-CH_3 (B) CH_3-CH=CH-CH_3 (C) CH_3-CH=C=CH-CH_3 (D) CH_3-CH=C=C=CH-CH_3

IUPAC name of (CH_(3))_(2)CH - CH = CH - CH_(3) is