Um agricultor distribuiu sua colheita de tomates em 18 caixas, com pelo menos 120 e no máximo 136 tomates em cada caixa. Calcule a probabilidade de haver pelo menos duas dessas caixas com o mesmo numero de tomates.

1. A box contains a \( \$ 1 \) bill, a \( \$ 5 \) bill, a \( \$ 10 \) bill, and a \( \$ 20 \) bill. A bill is drawn at random and not replaced. A second bill is then drawn. How many outcomes are possible? \( \begin{array}{llll}\text { a. } 16 & \text { b. } 8 & \text { c. } 10 & \text { d. } 12\end{array} \)

You roll a single 6 -sided die. What is the probabilit f rolling a number greater than 4 ?

2. In a small class, there are 8 men and 3 women. A group of 2 men and 1 woman is chosen to do a project together. How many different possible groups can be formed? \( \begin{array}{llll}\text { a. } 168 & \text { b. } 84 & \text { c. } 31 & \text { d. } 42\end{array} \)

14. ( 3 points) Suppose that a certain author has writton 7 books, and you will read them in random order. What is the probability that you will read them in the order in which they were written? Round your answer \( \$ \) decimal places.

03. Em um baralho com 52 cartas, defina o espaço amostral e os eventos a) "retirar uma carta de âs"; b) "retirar uma carta de ás de ouros"; c) "retirar a carta 2".