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.
21. Compare (E given A) and (T given A). Among the mammals from Africa, is the higher proportion endangered or threatened?
5.3.21
Endangered