Also click here for another review of the MPN method.
Solutions to the problems below are posted here.
| dilution: | 10–2 | 10–3 | 10–4 | 10–5 |
| result: | + | + | – | – |
| dilution: | 1/10 | 1/100 | 1/1000 | 1/10,000 | 1/100,000 |
| result: | + | + | – | + | – |
| Dilution of the food | 10–1 | 10–2 | 10–3 | 10–4 | |
| Amount of dilution inoculated into each of 3 tubes of broth |
1.0 ml | 1.0 ml | 1.0 ml | 1.0 ml | 0.1 ml |
| Number of tubes showing growth | 3 | 3 | 3 | 2 | 0 |
Using a 3-tube MPN table, determine the most probable number (MPN)of microorganisms per gram of the food.
| Dilution of the food | 10–1 | 10–2 | 10–3 | 10–4 |
| Number of tubes showing growth | 3 | 3 | 1 | 0 |
Using a 3-tube MPN table, determine the MPN of microorganisms per gram of the food.
| Amount of hamburger added to each of three flasks of broth |
50 g | 5.0 g | 0.5 g |
| No. of flasks from which Salmonella was isolated |
3 | 3 | 0 |
Calculate the Salmonella count per gram of the hamburger.
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Return to the 1999 Bact./Food Sci. 324 Home Page. |
Solutions are here. Page last modified on 7/20/00 at 6:00 PM, CDT. John Lindquist, Department of Bacteriology, University of Wisconsin – Madison |