In a boutique wildlife sanctuary with 200 animals, each animal is classified as a Mammal, Bird, or Reptile. The following table shows the number of animals in each category and whether they are Vaccinated ( $V$ ) or Not Vaccinated ( $V^{'}$ ).

The events $M$ , $B$ , and $R\,$ represent a randomly selected animal being a Mammal, Bird, or Reptile respectively. Let $V\,$ be the event that an animal is vaccinated.

An animal is selected at random. Find:

Let $T\,$ be the event that an animal is fitted with an electronic tracking tag. Given that 25% of Mammals, 40% of Birds, and 10% of Reptiles are fitted with a tag,

describe the structure of a Venn diagram to represent the events $R\,$ and $T$ .

find the probability that a randomly selected animal is fitted with an electronic tracking tag.

The events $M$ , $B$ , and $R\,$ represent a randomly selected animal being a Mammal, Bird, or Reptile respectively. Let $V\,$ be the event that an animal is vaccinated.

An animal is selected at random. Find:

Let $T\,$ be the event that an animal is fitted with an electronic tracking tag. Given that 25% of Mammals, 40% of Birds, and 10% of Reptiles are fitted with a tag,

describe the structure of a Venn diagram to represent the events $R\,$ and $T$ .

find the probability that a randomly selected animal is fitted with an electronic tracking tag.

2.2 Conditional Probability

Question 38

Markscheme

2.2 Conditional Probability

Question 38

Markscheme

2.2 Conditional Probability

Question 38

2.2 Conditional Probability Questions

2.2 Conditional Probability

Question 38

2.2 Conditional Probability Questions