Man Jaiye

Man Jaiye is a 1972 Bollywood drama film directed by B. R. Ishara. The film stars Rakesh Pandey and Rehana Sultan.

Man Jaiye
Directed byB. R. Ishara
StarringRakesh Pandey Rehana Sultan
Release date
1972
CountryIndia
LanguageHindi

Story

Suman Acharya (Rehana Sultan) is a feminist. She meets Ajay Sharma (Rakesh Pandey) who is conservative in his views of women. They unexpectedly get attracted and get married against the wishes of Suman's father. Ajay's friend Ashok predicts that their marriage would never last due to their opposing views.

Initially their married life goes well. Suman works as a secretary and Ajay is a lecturer. But day to day financial and adjustment problems crop up and spoil their life to such an extent that they get divorced after 4 years.

Immediately after their divorce they both take the same train to Suman's hometown and end up in the same compartment. By a coincidence Ashok also boards the same train. Suman cannot accept that their marriage has failed. She persuades Ajay to pretend as a happily married couple in front of Ashok.

After all of them reach their destination Suman and Ajay manage to hoodwink Ashok. Suman takes a lodging at a hotel. Ajay roams the streets and is spotted by Ashok. Ashok assumes that Ajay had an argument with Suman and reunites them. Ashok's constant praise of his wife irk both Ajay and Suman.

Both of them try to leave the hotel but are forced to come back. Ashok also helps them in subtle ways to get past their differences. Suman and Ajay finally realize that rather than expecting the other to be an ideal wife or husband they should accept each other as they are. In a final plot twist, it is revealed that the girl who loved Ashok left him before their marriage was fixed. To cope up with her loss Ashok pretends to be happily married and whenever he meets couples having a dispute he tries to reunite them.

Cast

Soundtrack

  1. "Yeh Wohi Geet Hai" - Kishore Kumar
  2. "Le Chalo" - Vani Jairam, Mukesh
  3. "O Mitwa" - Lata Mangeshkar
gollark: pls latex \lim_{x \rightarrow \infty} \left (\frac{1}{x} \right) = 0
gollark: Something like
gollark: No, it means "as x goes to infinity, 1/x goes arbitrarily close to the result of that (if one exists)".
gollark: Also no. It's the limit of it as x goes to infinity, which is defined via ???? epsilon-delta ?????? calculululus ??????? something something Cauchy sequence.
gollark: No.


This article is issued from Wikipedia. The text is licensed under Creative Commons - Attribution - Sharealike. Additional terms may apply for the media files.