

Hindi CINEMA · 2020
Coolie No. 1
Audience rating
Source: TMDB70 votes
Overview
Insulted by Rosario, a rich businessman, Jai Kishen a Matchmaker teaches him a lesson by getting his daughter married to Raju, a Coolie, who poses to be a millionaire. They sense something fishy and Raju's deceptions are discovered. In an attempt to cover it up, he cooks up a story of having a filthy rich twin. One lie leads to another and things start to go awry culminating in a comedy of errors.
A closer look
Coolie No. 1 (2020) is a Hindi-language Indian movie. Genres: Comedy, Drama. Directed by David Dhawan. The cast includes Varun Dhawan, Sara Ali Khan, Paresh Rawal, Rajpal Yadav. Runtime: 135 minutes.
Cast & crew



















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Coolie No. 1 FAQs
Answers from the movie information available in our catalogue.
What is the original language of Coolie No. 1?
Coolie No. 1 is listed as a Hindi-language movie in our catalogue. Dubbed versions are not tracked here.
What release date is listed for Coolie No. 1?
Our source metadata lists 25 December 2020. Release dates can vary by country and may change; this does not confirm current cinema screenings.
Who directed Coolie No. 1?
The listed director is David Dhawan.
Who is in the cast of Coolie No. 1?
The available cast credits include Varun Dhawan, Sara Ali Khan, Paresh Rawal, Rajpal Yadav, Johny Lever. See Cast & crew above for the available character names and profile links.
How long is Coolie No. 1?
The recorded runtime is 135 minutes. Different cuts or releases may have a different duration.
What type of movie is Coolie No. 1?
The source lists these genres: Comedy, Drama.
What is Coolie No. 1 about?
Insulted by Rosario, a rich businessman, Jai Kishen a Matchmaker teaches him a lesson by getting his daughter married to Raju, a Coolie, who poses to be a millionaire. They sense something fishy and Raju's deceptions are discovered. In an attempt to cover it up, he cooks up a story of having a filthy rich twin. One lie leads to another and things start to go awry culminating in a comedy of errors.





