To do | Check out | Topic |
---|---|---|
Exercises 9–32 | Example 19 | Conditional probability |
Exercises 33–52 | Example 20 | Determining whether two events are independent |
Exercises 53–58 | Example 22 | Multiplication Rule |
Exercises 59–66 | Example 23 | Multiplication Rule for two independent events |
Exercises 67–70 | Example 24 | Sampling with replacement |
Exercises 71–74 | Example 25 | Sampling without replacement |
Exercises 79–84 | Example 26 | Determining independence using the alternative method |
Exercises 85–92 | Example 27 | Conditional probability for mutually exclusive events |
Exercises 93–100 | Example 28 | Multiple rule for independent events |
Exercises 100–104 | Example 29 | Solving an “at least” problem |
Exercises 75–78 | Example 30 | Applying the 1% Guideline |
Exercises 105–108 | Example 31 | Bayes' Rule |
Table 26 presents a sample of 10 threatened and endangered mammals, and their continents. The contingency table for this data is given in Table 27.
Species | Continent | Endangered or threatened? |
---|---|---|
Desert Bandicoot | Australia | Endangered |
Grizzly Bear | North America | Threatened |
Chimpanzee | Africa | Endangered |
African elephant | Africa | Threatened |
Koala | Australia | Threatened |
Mountain gazelle | Africa | Endangered |
Canada Lynx | North America | Threatened |
Ocelot | North America | Endangered |
Bighorn sheep | North America | Endangered |
White rhino | Africa | Endangered |
Africa | Australia | North America |
Total | |
---|---|---|---|---|
Threatened | 1 | 1 | 2 | 4 |
Endangered | 3 | 1 | 2 | 6 |
Total | 4 | 2 | 4 | 10 |
A mammal is to be chosen at random. Define the following events:
For Exercises 9–22, use Table 27 to find the indicated probabilities.
12. (A given T)