Q:1: A random variable X is binomially distributed with mean 3 and variance 2.Compute 1. P(X<5) 2. E(2X-3)

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3 l 60% 2:18 p.m.
Assignment3.pdf
Rawalpindi Women University
Assignment No:3
Course Code: STAT-1113
Course Title: Introduction to Probability & Statistics
Instructor's Name: Arooj Toheed
Semester: 1st & Section B
Total Marks:10
Department: Physics
Q:1: A random variable X is binomially distributed with mean 3 and variance 2.Compute
1. P(X<5)
2. E(2X-3)
the probability that a person entering a bakery shop will purchase a loaf of bread is
0.9,what is the probability that at least one person among the next five entering the shop will
not purchase bread?
Q:3: If 3% of the electric bulb manufactured by a company are defective , find the probability
that in a sample of 100 bulbs (i) more than 5 (ii) less than 2 will be defective.
Q:4:Discuss the relationship between mean and variance of Hyper geometric distribution.
Instructor's signature:
Transcribed Image Text:3 l 60% 2:18 p.m. Assignment3.pdf Rawalpindi Women University Assignment No:3 Course Code: STAT-1113 Course Title: Introduction to Probability & Statistics Instructor's Name: Arooj Toheed Semester: 1st & Section B Total Marks:10 Department: Physics Q:1: A random variable X is binomially distributed with mean 3 and variance 2.Compute 1. P(X<5) 2. E(2X-3) the probability that a person entering a bakery shop will purchase a loaf of bread is 0.9,what is the probability that at least one person among the next five entering the shop will not purchase bread? Q:3: If 3% of the electric bulb manufactured by a company are defective , find the probability that in a sample of 100 bulbs (i) more than 5 (ii) less than 2 will be defective. Q:4:Discuss the relationship between mean and variance of Hyper geometric distribution. Instructor's signature:
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