The Barber Shop
The Barber Shop (1933) is a short American pre-Code comedy film starring W.C. Fields, directed by Arthur Ripley, and produced by Mack Sennett.
| The Barber Shop | |
|---|---|
| Directed by | Arthur Ripley |
| Produced by | Mack Sennett |
| Written by | W. C. Fields |
| Starring | W. C. Fields |
| Cinematography | John W. Boyle |
Production company | Mack Sennett Productions |
| Distributed by | Paramount Pictures |
Release date |
|
Running time | 21 minutes |
| Country | United States |
| Language | English |
Cast List
- W. C. Fields ... Cornelius O'Hare
- Elise Cavanna ... Mrs. O'Hare
- Harry Watson ... Ronald O'Hare
- Dagmar Oakland ... Hortense - Manicurist
- Frank Alexander ... Steam Room Victim - Before (uncredited)
- Billy Bletcher ... Steam Room Victim - After (uncredited)
- Joe Bordeaux ... Passerby (uncredited)
- Harry Bowen ... Cop (uncredited)
- Fay Holderness ... Little Girl's Mother (uncredited)
- William McCall ... Man with Horse (uncredited)
- Cyril Ring ... Escaped Bank Robber (uncredited)
- Dick Rush ... Cop (uncredited)
- John Sinclair ... Mr. Flugg - Shave Customer (billed as John St. Clair)
gollark: I see.
gollark: This is actually in further maths but mostly I just harvest knowledge from the internet, YouTube and random Wikipedia pages.
gollark: Anyway! You would probably use a calculator, which contains the formula. Or guess a factor and use polynomial division. Or use numerical methods to approximately get a solution.
gollark: There are none above this due to something called Galois theory, which I don't understand and which is something something abstract algebra something something polynomials.
gollark: There is also a quartic (degree 4 polynomial) formula. This is somehow even worse.
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