Student Solution

-->

"Education is the most powerful weapon which you can use to change the world”
– Nelson Mandela

1 University

1 Course

1 Subject

Download Solution

Related Solution

8-1 Project Three_16...
Developing a professional mindset requires possessing dispositional attributes related to self-awareness. Qualities like integrity, optimism, confidence, and a growth mindset enable one to act profess...

8-1 Project Three
8-1 Project Three

Developing a professional mindset requires possess

Essay 1_1663158071.d...
The Articles of Confederation and the Constitution of the United States were the documents that listed government and state’s role of an independent nation. In other words, they can be called book of...

Essay 1
Essay 1

The Articles of Confederation and the Constitution

Module 2 Assignment...
I. There are two main sources to get proteins from. A. Plant-based proteins, and Animal-based proteins. B. Legumes are plant-based proteins. C. Amino acids in plant-based diet are different than in...

Module 2 Assignment 4
Module 2 Assignment 4

I. There are two main sources to get proteins fro

Decision Modelling and Analysis_Assignment 3

Decision Modelling and Analysis_Assignment 3

Q You have been assigned to determine whether more people prefer Coke or Pepsi. Assume that roughly half the population prefers Coke and half prefers Pepsi. How large a sample do you need to take to ensure that you can estimate, with 95% confidence, the proportion of people preferring Coke within 2% of the actual value? Show work.

View Related Questions

Solution Preview

View Complete Solution
This assignment instructs to find out the sample size for conducting a study. The following is the sample size formula for estimating the difference between two proportions: n = (z multiple / B)2 [p1 (1- p1) + p2 (1- p2)]......................................... [1] (Christian Albright, 2017) Where, B: half-length of interval p1: the value of the first proportion p2: the value of the second proportion It is given that roughly half of the population prefers Coke and the other half prefers Pepsi.