Suppose the number X of tornadoes observed in Kansas has a Poisson distribution with A = 9 per year. Find the probability that on a given year there are from 6 to 9 tornadoes in Kansas. Find the probability that on a given year there are at least 10 tornadoes in Kansas.

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
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Chapter1: Combinatorial Analysis
Section: Chapter Questions
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**Tornado Probability in Kansas**

Suppose the number \( X \) of tornadoes observed in Kansas follows a Poisson distribution with a mean \( \lambda = 9 \) per year.

**Problem 1**

Find the probability that in a given year, there are between 6 to 9 tornadoes in Kansas.

*Box for Solution*

**Problem 2**

Find the probability that in a given year, there are at least 10 tornadoes in Kansas.

*Box for Solution*
Transcribed Image Text:**Tornado Probability in Kansas** Suppose the number \( X \) of tornadoes observed in Kansas follows a Poisson distribution with a mean \( \lambda = 9 \) per year. **Problem 1** Find the probability that in a given year, there are between 6 to 9 tornadoes in Kansas. *Box for Solution* **Problem 2** Find the probability that in a given year, there are at least 10 tornadoes in Kansas. *Box for Solution*
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