c. Inter quartile range: If the distribution is normal, The first quartile of X can be calculated as follows: Q, = 4-0.6750 =180 -(0.675× 75) =129.375
c. Inter quartile range: If the distribution is normal, The first quartile of X can be calculated as follows: Q, = 4-0.6750 =180 -(0.675× 75) =129.375
MATLAB: An Introduction with Applications
6th Edition
ISBN:9781119256830
Author:Amos Gilat
Publisher:Amos Gilat
Chapter1: Starting With Matlab
Section: Chapter Questions
Problem 1P
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Hi,
Where did -0.675 came from?
Problem was previously submitted via Bartbly.
ty,

Transcribed Image Text:Chapter 7 Question 2.
Being curious about land holdings size,
Harry found something interesting to his surprise,
The average land holding is about 180 acres for each farm
And a standard deviation of 75 acres does not harnm
He asked a group of farmers totaling forty-two
To check these facts and to calculate, too
What is the distribution of the acreage in his sample?
To find the IQR he has information, ample!
Answer the following questions:
a. X is the size of a farm in the US (answer "True" or "False"):
b. X is normally distributed with a mean of
acres and standard error of
acres.
c. The IQR for X is
acres.
bartleby
Q Search for textbooks, step-by-step explanati
+ Q&A Library
Being curious about land
Step 4
c. Inter quartile range:
If the distribution is normal,
The first quartile of X can be calculated as follows:
Q, = 4 -0.6750
=180 -(0.675×75)
=129.375
|
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