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standard deck of cards ti- and 53. Randomly meeting someone born between 2:00 p.m. 3:00 p.m. ve- 52. Rolling two dice and getting the same numl 54. Randomly meeting someone born in April or October (assume 365 days in a year) ub . Randomly meeting someone with a phone number that ends in a 1 or 2 56. Randomly meeting someone born on a Sunday 57. Randomly selecting a three-child family with three girls 58.) Randomly selecting a pair of white socks from a drawer that holds five pairs of black socks, nine pairs of blue socks, and eight pairs of white socks 59. Randomly meeting someone whose Social Security number ends in the same digit as yours 60. Waiting longer than 15 minutes when you arrive randomly at a bus stop at which the bus arrives promptly on the hour and on the half hour 61. The United States winning the next soccer World Cup 62. A baseball player with a .300 batting average will get a hit at his next at-bat 63. Not rolling a sum of 7 with two fair dice 64. Correctly guessing a stranger's birth date knowing only that she was born on an even-numbered day of April 65. Not having a 100-year flood this year 66. Randomly meeting someone not born in May or June (Assume 365 days in a year.) 67. Rolling a sum of 10 when you roll two dice lllitu Distributions

standard deck of cards ti- and 53. Randomly meeting someone born between 2:00 p.m. 3:00 p.m. ve- 52. Rolling two dice and getting the same numl 54. Randomly meeting someone born in April or October (assume 365 days in a year) ub . Randomly meeting someone with a phone number that ends in a 1 or 2 56. Randomly meeting someone born on a Sunday 57. Randomly selecting a three-child family with three girls 58.) Randomly selecting a pair of white socks from a drawer that holds five pairs of black socks, nine pairs of blue socks, and eight pairs of white socks 59. Randomly meeting someone whose Social Security number ends in the same digit as yours 60. Waiting longer than 15 minutes when you arrive randomly at a bus stop at which the bus arrives promptly on the hour and on the half hour 61. The United States winning the next soccer World Cup 62. A baseball player with a .300 batting average will get a hit at his next at-bat 63. Not rolling a sum of 7 with two fair dice 64. Correctly guessing a stranger's birth date knowing only that she was born on an even-numbered day of April 65. Not having a 100-year flood this year 66. Randomly meeting someone not born in May or June (Assume 365 days in a year.) 67. Rolling a sum of 10 when you roll two dice lllitu Distributions

A First Course in Probability (10th Edition)
A First Course in Probability (10th Edition)
10th Edition
ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
Section: Chapter Questions
Problem 1.1P: a. How many different 7-place license plates are possible if the first 2 places are for letters and...
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standard deck of cards ti- and 53. Randomly meeting someone born between 2:00 p.m. 3:00 p.m. ve- 52. Rolling two dice and getting the same numl 54. Randomly meeting someone born in April or October (assume 365 days in a year) ub . Randomly meeting someone with a phone number that ends in a 1 or 2 56. Randomly meeting someone born on a Sunday 57. Randomly selecting a three-child family with three girls 58.) Randomly selecting a pair of white socks from a drawer that holds five pairs of black socks, nine pairs of blue socks, and eight pairs of white socks 59. Randomly meeting someone whose Social Security number ends in the same digit as yours 60. Waiting longer than 15 minutes when you arrive randomly at a bus stop at which the bus arrives promptly on the hour and on the half hour 61. The United States winning the next soccer World Cup 62. A baseball player with a .300 batting average will get a hit at his next at-bat 63. Not rolling a sum of 7 with two fair dice 64. Correctly guessing a stranger's birth date knowing only that she was born on an even-numbered day of April 65. Not having a 100-year flood this year 66. Randomly meeting someone not born in May or June (Assume 365 days in a year.) 67. Rolling a sum of 10 when you roll two dice lllitu Distributions
Transcribed Image Text:standard deck of cards ti- and 53. Randomly meeting someone born between 2:00 p.m. 3:00 p.m. ve- 52. Rolling two dice and getting the same numl 54. Randomly meeting someone born in April or October (assume 365 days in a year) ub . Randomly meeting someone with a phone number that ends in a 1 or 2 56. Randomly meeting someone born on a Sunday 57. Randomly selecting a three-child family with three girls 58.) Randomly selecting a pair of white socks from a drawer that holds five pairs of black socks, nine pairs of blue socks, and eight pairs of white socks 59. Randomly meeting someone whose Social Security number ends in the same digit as yours 60. Waiting longer than 15 minutes when you arrive randomly at a bus stop at which the bus arrives promptly on the hour and on the half hour 61. The United States winning the next soccer World Cup 62. A baseball player with a .300 batting average will get a hit at his next at-bat 63. Not rolling a sum of 7 with two fair dice 64. Correctly guessing a stranger's birth date knowing only that she was born on an even-numbered day of April 65. Not having a 100-year flood this year 66. Randomly meeting someone not born in May or June (Assume 365 days in a year.) 67. Rolling a sum of 10 when you roll two dice lllitu Distributions
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