Describe how the data are presented in the figure “0%”. Compare the presentation of data seen in this “circular” figure to the corresponding, and more familiar, presentation seen in a typical scatter plot or histogram (i.e. cartesian system).
Describe how the data are presented in the figure “0%”. Compare the presentation of data seen in this “circular” figure to the corresponding, and more familiar, presentation seen in a typical scatter plot or histogram (i.e. cartesian system).
Chapter25: Diuretics And Medications Used For Urinary System Disorders
Section: Chapter Questions
Problem 22RQ
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100%
Describe how the data are presented in the figure “0%”. Compare the presentation of data seen in this “circular” figure to the corresponding, and more familiar, presentation seen in a typical scatter plot or histogram (i.e. cartesian system).
Transcribed Image Text:total data
0%
0.1%-2%
>2%
***
Defecation
270"
270⁰
270
H=148°/328°
r= 0.209
p=0.117
n = 49
90°
H=173°/353°
r=0.598
p=6.2x10
n=43
90°
= 104°/284
r= 0.283
p=0.055
n = 36
90°
μ= 96°/276
r= 0.194
p= 0.233
n = 39
Figure 1 Analysis of dog body alignment during defecation.
Axial analysis of mean vectors of dogs with more than 5
observations. Total data and observations from three different
categories of relative changes of the declination of the Earth's
magnetic field are shown from top to bottom ( 0%, 0.1-2%, >2 %).
Each pair of opposite dots indicates the axis of the mean vector of
all observations of a single dog. The direction (u) and length (r) of
the (grand) mean vector and the p-value of the Rayleigh uniformity
test as well as the sample size are given next to each diagram.
μ and r are indicated by the direction and length of the blue arrows,
respectively. Small inner circles indicate the 5%-significance level of
the Rayleigh test. Circle segments at the outer circle represent the
95%-confidence intervals (red circle segments indicate intervals
that could not be calculated with confidence due to large circular
standard deviations). Statistically significant differences between
the distributions according to the Mardia-Watson-Wheeler test are
indicated by asterisks (***= p<0.001). A significant N-S axial
orientation (i.e., 95%-confidence interval includes the N-S axis) can
only be seen under conditions of zero declination change. See
Tables 1-2 for further details on statistics.
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