It is your birthday and you are at an assembly where 500 othe e also present. The organizers of the assembly are raffling off a priz of those present whose birthday falls on that particular day. What ility mass function of the number of other persons at the assembl he same birthday as you? What is the probability that you will be th the prize? Can you explain why this probability can be approximate -2) with 1 500 (3652(Rnobobility fo 5412)

A First Course in Probability (10th Edition)
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ISBN:9780134753119
Author:Sheldon Ross
Publisher:Sheldon Ross
Chapter1: Combinatorial Analysis
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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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Dear Expert , Please solve my question CORRECTLY in the image step by step. Surely Like CORRECT solution & will DISLIKE Conceptually INCORRECT SOLUTION. Don't answer my question if you are not sure for Correct Answering.

Dear Expert ! Using the Basic concept of 'Discrete random variables',
Kindly solve the following problem CORRECTLY.
Surely LIKE CORRECT solution, will DISLIKE conceptually INCORRECT solution.
Don't try to answer if you can't ANSWER CORRECTLY.
It is your birthday and you are at an assembly where 500 other
persons are also present. The organizers of the assembly are raffling off a prize
among all of those present whose birthday falls on that particular day. What is
the probability mass function of the number of other persons at the assembly
who have the same birthday as you? What is the probability that you will be the
winner of the prize? Can you explain why this probability can be approximated
by (1 – e-^) with 2 = 500/365?(Probability for winning the prize, p = 0.5442)
Problem
Transcribed Image Text:Dear Expert ! Using the Basic concept of 'Discrete random variables', Kindly solve the following problem CORRECTLY. Surely LIKE CORRECT solution, will DISLIKE conceptually INCORRECT solution. Don't try to answer if you can't ANSWER CORRECTLY. It is your birthday and you are at an assembly where 500 other persons are also present. The organizers of the assembly are raffling off a prize among all of those present whose birthday falls on that particular day. What is the probability mass function of the number of other persons at the assembly who have the same birthday as you? What is the probability that you will be the winner of the prize? Can you explain why this probability can be approximated by (1 – e-^) with 2 = 500/365?(Probability for winning the prize, p = 0.5442) Problem
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