Posted by Jen on Monday, February 4, 2008 at 10:58am.
Use the Poisson Distribution to find indicated probability.
A naturalist leads whale watch trips every morning in March. Teh number of whales seen ha a Poisson distributyion with a mena of 2.2. Find the probability that on a randomly selected trip, the number of whales seen is 5.
Statistics - SraJMcGin, Monday, February 4, 2008 at 12:43pm
Thank you for using the Jiskha Homework Help Forum. This i s not my area, but here are some sites on Poisson Distribution:
2. (part II of #1): http://en.wikipedia.org/wiki/Poisson_process
6. (queing, etc.): http://home.ched.coventry.ac.uk/Volume/Vol4/listof.htm
Statistics - Jen-Can anyone else help me?, Monday, February 4, 2008 at 3:16pm
Statistics - economyst, Monday, February 4, 2008 at 4:19pm
If you went to the wikipedia site suggested by SraJMcGin, you would have the formula for calculating probabilities following a poisson distribution.
The Poisson distrbution is
f(k,a) =(a^k)*(e^-a)/k! where a is the expected observed in a time period, and k is the actual observed, and e is the exponential e. (Go to the wikipedia site; they can express formulas much better than here on Jiskha.)
In your example a=2.2, and k=5. Plug these into your formula. Hint: I get about 4.8%
Answer This Question
More Related Questions
- statistics - A naturalist leads whale watch trips every morning in March. The ...
- Binomial and Poisson distribution - A machine produces ribbon in which flaws ...
- statistics - 15. A financial consultant conducts seminars with each seminar ...
- math - statistics - Football team makes in average 2 touchdowns per game. Use ...
- Statistics - The probability distribution of number of calls coming to a call ...
- poisson distribution math - Mr Lee is planning to go fishing this weekend. ...
- Statistics - Find the probability when A. k = 2 and ë = 0.01 for Poisson ...
- elementary statistics - The number of calls received by a car towing service ...
- Probability - MY MAIN PROBLEM IS FIGURING OUT WHAT DISCRETE DISTRIBUTION TO USE...
- Statistics and Probability - Suppose you took 1000 random samples of size 200 ...