#23, #24, #25Choose the letter of the correct answer. For numbers 23-25, refer to the problem.There are one thousand tickets that are sold for P50.00 each. One ticket will win P10,000.00,two tickets will win P5,000.00 and three tickets will win P1,000.00 each. Let X be the net gain frompurchasing a randomly selected ticket.23. What is the probability that you will win a prize if you buy 2 tickets?A. 998/1000С. 2/1000В. 2/50024. Which of the following table of values show the probability distribution of X?D. 2А.10,0001/10005,0002/1000X1,000-50P(X)3/1000994/1000В.9,9501/9994,9502/998950-50P(X)3/9971/999С.X950-509,9501/10004,9502/1000P(X)3/1000994/10005,0002/998X10,0001/9991,000-50P(X)3/9971/99925. What is the mean or expected value of a person who buys a ticket?С. 27A. 25В. -25D. -27D.

Answered: Image /qna-images/answer/962e7ae4-d04c-4b22-be95-103ff5fb1f97.jpg

25, refer to the problem. e one thousand tickets that are sold for P50.00 each. One ticket will win P10,000.00, in P5,000.00 and three tickets will win P1,000.00 each. Let X be the net gain from domly selected ticket. ne probability that you will win a prize if you buy 2 tickets? 3/1000 500 С. 2/1000 D. 2 the following table of values show the probability distribution of X? 10,000 1/1000 5,000 2/1000 1,000 3/1000 -50 P(X) 994/1000 9,950 1/999 4,950 2/998 950 -50 P(X) 3/997 1/999 9,950 1/1000 4,950 2/1000 950 -50 P(X) 3/1000 994/1000 5,000 2/998 1,000 3/997 -50 10,000 1/999 P(X) 1/999 ne mean or expected value of a person who buys a ticket? С. 27 D. -27

25, refer to the problem. e one thousand tickets that are sold for P50.00 each. One ticket will win P10,000.00, in P5,000.00 and three tickets will win P1,000.00 each. Let X be the net gain from domly selected ticket. ne probability that you will win a prize if you buy 2 tickets? 3/1000 500 С. 2/1000 D. 2 the following table of values show the probability distribution of X? 10,000 1/1000 5,000 2/1000 1,000 3/1000 -50 P(X) 994/1000 9,950 1/999 4,950 2/998 950 -50 P(X) 3/997 1/999 9,950 1/1000 4,950 2/1000 950 -50 P(X) 3/1000 994/1000 5,000 2/998 1,000 3/997 -50 10,000 1/999 P(X) 1/999 ne mean or expected value of a person who buys a ticket? С. 27 D. -27

Glencoe Algebra 1, Student Edition, 9780079039897, 0079039898, 2018

18th Edition

ISBN:9780079039897

Author:Carter

Publisher:Carter

Chapter10: Statistics

Section10.5: Comparing Sets Of Data

Problem 26PFA

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