Yes.
Lets assume Man = Akbar and woman = Sakine 3 Pestoon
Akbar has 1 Khaleh with 2 daughter (2 dokhtar khale) and Akbar has a sister, who also has a daughter with name of Sakine 3 Pestoon
one of his Dokhtar Khaleh is married and has a son with the name Mostaffa.
Akbar is in bed with one of his Aunts daughter and Mostaffa is in bed with Sakine 3 Pestoon.
this means, Sakine 3 pestoon (the woman int his riddle) Madar Shohar = Akbar's wife's mother daughter
Be en migan Khar 2 khar. not sure how this is possible in time line, some really fast "AMALIYATE SHABANE" is needed to make this a reality.
Lets assume Man = Akbar and woman = Sakine 3 Pestoon
Akbar has 1 Khaleh with 2 daughter (2 dokhtar khale) and Akbar has a sister, who also has a daughter with name of Sakine 3 Pestoon
one of his Dokhtar Khaleh is married and has a son with the name Mostaffa.
Akbar is in bed with one of his Aunts daughter and Mostaffa is in bed with Sakine 3 Pestoon.
this means, Sakine 3 pestoon (the woman int his riddle) Madar Shohar = Akbar's wife's mother daughter
Be en migan Khar 2 khar. not sure how this is possible in time line, some really fast "AMALIYATE SHABANE" is needed to make this a reality.
Likes:
IEI and Payandeh Iran
yekbar dorost javab dadam gofti ghalateh ridi beh haal o hoolam. 
Likes:
HalaMadrid and Payandeh Iran
Four people come to a river in the night. There is a narrow bridge, but it can only hold two people at a time. They have one torch and, because it's night, the torch has to be used when crossing the bridge. Person A can cross the bridge in 1 minute, B in 2 minutes, C in 5 minutes, and D in 10minutes. The total time befor bridg collapse is only 17 minutiae . Find the solution to the problem.
A and B go and B returns: 2+2 = 4
C and D go and A returns: 10+1=11
A and B go: 2
17 min
OR
A and B go and A returns: 2+1 = 3
C and D go and B returns: 10+2=12
A and B go: 2
17 min
C and D go and A returns: 10+1=11
A and B go: 2
17 min
OR
A and B go and A returns: 2+1 = 3
C and D go and B returns: 10+2=12
A and B go: 2
17 min
Likes:
IEI and Finally