EasyManuals Logo

Agilent Technologies InfiniiVision 3000 User Manual

Agilent Technologies InfiniiVision 3000
424 pages
To Next Page IconTo Next Page
To Next Page IconTo Next Page
To Previous Page IconTo Previous Page
To Previous Page IconTo Previous Page
Page #224 background imageLoading...
Page #224 background image
224 Agilent InfiniiVision 3000 X-Series Oscilloscopes User's Guide
14 Measurements
The following figure graphically shows the mean and standard deviation.
Standard deviation is represented by the Greek letter sigma: σ. For a
Gaussian distribution, two sigma (± 1σ) from the mean, is where 68.3
percent of the measurement results reside. Six sigma (± 3σ) from is where
99.7 percent of the measurement results reside.
The mean is calculated as follows:
where:
x = the mean.
N = the number of measurements taken.
x
i
= the ith measurement result.
The standard deviation is calculated as follows:
where:
σ = the standard deviation.
N = the number of measurements taken.
-2σ
mean
-1σ
68.3%
-3σ
95.4%
99.7%
03σ
x
¯
=
i=1
N
x
i
N
σ =
i=1
N
(
x
i
x
¯
)
2
N

Table of Contents

Questions and Answers:

Question and Answer IconNeed help?

Do you have a question about the Agilent Technologies InfiniiVision 3000 and is the answer not in the manual?

Agilent Technologies InfiniiVision 3000 Specifications

General IconGeneral
BrandAgilent Technologies
ModelInfiniiVision 3000
CategoryTest Equipment
LanguageEnglish

Related product manuals