## Description

*In Exercises 39 – 44, refer to the following information. When playing bingo, 75 balls are placed in a bin and balls are selected at random. Each ball is marked with a letter and number as indicated in the following chart.*

B1−15I16−30N31−45G46−60O61−75$\frac{\text{B}}{1-15}\text{\hspace{1em}}\frac{\text{I}}{16-30}\text{\hspace{1em}}\frac{\text{N}}{31-45}\text{\hspace{1em}}\frac{\text{G}}{46-60}\text{\hspace{1em}}\frac{\text{O}}{61-75}$

*For example, there are balls marked B1, B2, up to B15; I16, I17, up to I30; and so on (see photo). Assuming one bingo ball is selected at random, determine*

- the probability that it does not contain the letter
`B`.

Question number 2

Roll a Die *In Exercises 19 –22, a single die is rolled one time. Determine the probability of rolling*

- a number greater than 3 or less than 5.

## Explanation & Answer

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Running head: PROBABILITY PROBLEMS

1

Discussion 4

Student’s Name

Professor’s Name

Institutional Affiliation

Date

PROBABILITY PROBLEMS

2

Discussion 4

Refer to the following information. When playing bingo, 75 balls are placed in a bin and

balls are selected at random. Each ball is marked with a letter and number as indicated in the

following chart.

B1−15I16−30N31−45G46−60O61−75B1-15

I16-30

N31-45

G46-60

O61-75

There are balls marked B1, B2, up to B15; I16, ...