Unit 6 Study Guide

Last updated over 2 years ago
42 questions
1

How many ways can 8 appointments be scheduled?

1

Given the options, how many drinks are possible?

1

How many ways could 2 die show odd numbers?

1

How many ways could the sum of 2 dice be 5?

1

How many ways could the product of 2 dice be 10?

1

How many ways could the sum of 2 dice be less than 6?

1

How many ways could you make a 3-scoop sundae if you have 31 flavor options.

1

How many 4 digit letter-number-letter-number (no repetition) codes are possible?

1

How many ways can secretaries of state, treasury, defense, and eduction be picked if 15 people are being considered?

1

There are 45 applicants. How many ways can 6 people be selected to interview?

1

What is the probability that both die show odd numbers? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that the sum of 2 dice is 5? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that the product of 2 dice is 10? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that the sum of 2 dice is less than 6? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that the first two card dealt are both 8s? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that the first card dealt is either an ace or a face card? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that the first card dealt is either a red card or a king? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that the first 3 cards dealt are a face-card, then an even numbered card, then an odd numbered card? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that you draw a penny, put it back, another penny, put it back, then a third penny? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that you draw a penny 3 times in a row if you don't replace them as you go? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

A lottery number has 7 digits (0-9) and numbers can be repeated. How many tickets will it take to make your probability of winning .001 (1/1000)? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

A lottery number has 7 digits (0-9) and numbers can be repeated. What is the probability that a winning ticket contains all even numbers? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

A lottery number has 7 digits (0-9) and numbers can be repeated. What is the probability that a winning ticket starts with a 6 and ends with a number greater than 4? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

Freshman who chose chocolate?

1

Freshman who chose mint-chip?

1

Sophomores who chose vanilla?

1

Juniors who chose chocolate?

1

Juniors who chose rocky road?

1

Seniors who chose strawberry?

1

Total seniors?

1

Teachers who chose vanilla?

1

Teachers who chose mint-chip?

1

Total who prefer strawberry?

1

Total who prefer rocky road?

1

What is the probability of selecting a senior? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability of selecting a person who prefers strawberry? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that a junior prefers rocky road? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability of selecting a junior or a person who prefers chocolate? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that a person is a junior or older who prefers chocolate? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that a person who prefers vanilla is either a freshman or a teacher? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that a teacher does not prefer chocolate? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)

1

What is the probability that a person prefers strawberry or mint-chip? (Answers should be a reduced fraction or a decimal to the nearest hundredth.)