Solution Found!
Let Y equal the sum of n = 100 Bernoulli trials.That is, Y
Chapter 5, Problem 16E(choose chapter or problem)
Problem 16E
Let Y equal the sum of n = 100 Bernoulli trials.
That is, Y is b(100, p). For each of (i) p = 0.1, (ii) p = 0.5, and (iii) p = 0.8,
(a) Draw the approximating normal pdfs, all on the same graph.
(b) Find P( |Y/100 − p| ≤ 0.015), approximately.
Questions & Answers
QUESTION:
Problem 16E
Let Y equal the sum of n = 100 Bernoulli trials.
That is, Y is b(100, p). For each of (i) p = 0.1, (ii) p = 0.5, and (iii) p = 0.8,
(a) Draw the approximating normal pdfs, all on the same graph.
(b) Find P( |Y/100 − p| ≤ 0.015), approximately.
ANSWER:
Step 1 of 3
Given that,
The Y follows a binomial distribution, .
It is required to find the approximating normal PDFs with i) p=0.01, ii) p=0.5, and iii) p=0.8, all on the same graph.
It is required to find approximately.