Stat 300 - Woodmansee Group Work 3.1 Name: justice white 1. Consider the probability experiment: Tossing three coins. The outcome on a single toss is H or T. Identify the sample space of the probability experiment and determine the number of outcomes in the sample space. Draw a tree diagram. 2. A computer is used to randomly select a number from 1 to 4000. Event B is selecting a number less than 500. Is B a simple event? Explain. 3. A laptop has 3 choices for processor, 3 choices for graphics card, 4 choices for memory, 6 choices for hard drive, and 2 choices for a battery. How many ways can you customize the laptop? Use the Fundamental Counting Principle. Show your work. 4. A probability experiment consists of rolling For questions 6-7, the distribution of the a 12-sided die. Find the probability of residents of San Ysidro, New Mexico, is shown rolling a 10. below. Use the rule for the probability of the complement of an event. Ages Frequency, f 5. A company is conducting a survey to 0-14 38 determine how prepared people are for a 15-29 20 long-term power outage, natural disaster, 30-44 31 45-59 53 or terrorist attack. The frequency 60-74 36 distribution shows the results. 75 and over 15 Number of Response times, f 6. Find the probability of event B: randomly Very prepared 259 choosing a resident who is not 45 to 59 Somewhat prepared 952 years old. Not too prepared 552 Not at all prepared 337 Not sure 63 7. Find the probability of event D: randomly What is the probability that the next person choosing a resident who is not 75 years old surveyed is not too prepared? or older