Statistics 201 (Anderson)
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Stony Brook University *
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Course
201
Subject
Statistics
Date
Jan 9, 2024
Type
Pages
6
Uploaded by CaptainScience2137
q\\\\
Stony
Brook
University
Name:
\levinic
&
Be
b
Statistics
201
(Anderson)
:
Module
1/Chapter
2
--
Week
2
All
materials
for
this
chapter
are
available
in
Blackboard/Psych
202.01(L01-L04)/Modules/Module
1/Chapter
2
—See
Slide
set
(STAT
Chpt2_520)
use
.pdf
if
viewing
on
a
tablet
or
phone
Before
the
first
class
for
this
chapter
—Watch
Video
1
(15
min)
—Watch
Video
2
(22
min)
—Watch
Video
3
(12
min)
—Watch
Video
4
(15
min):
Grouped
Frequency
Histograms,Percentiles
and
Percentile
Ranks.
In
class
question
1
Below
we
see
a
set
of
scores
from
a
quiz
worth
a
maximum
of
6
points.
Construct
a
frequency
distribution
table
for
the
following
data
set
Note:
question
numbers
correspond
to
the
video
so
Q1la
signifies
that
you
should
follow
instructions
from
video
1,
and
a
indicates
this
is
the
first
question
from
video
1.
Questions
from
Video
1:
Qla:
In
the
table
below,
create
a
column
for
the
number
of
points
scored
for
each
possible
value.
The
video
and
textbook
instruct
us
to
place
the
Data:
1,1,2,2,2,3,3,4,4,5,6
The
video
and
textbook
instruct
us
to
place
the
a)
)
Highest
X
value
at
the top
b)
lowest
X
value
at
the
top
Next,
create
a
frequency
column
and
fill
in
the
values.
For
the
sole
use
of
students
at
Stony
Brook
University.
Copyright
©
2023
(Copyright
Brenda
J
Anderson)
All
Rights
Reserved
N
/)<
+
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{
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5|
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L
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7)
|
et
\
y;
-
;
,
g
)
£
=i
=4
|
Q1b:
If
you
relied
solely
on
the
frequency
distribution
table,
how
would
you
find
the
number
of
scores
(sample
size,
n)?
Sum
the
frequency
column.
What
does
this
value
tell
you?
=
1y
Qlc:
USing
a
frequency
distribution
table,
find
the
sum
of
X—circle
it
in
the
table.
Q1d:
Find
the
proportion
if
subjects
that
scored
each
value.
Qle:
Find
the
percent
of
stjects
at
each
value.
)
CAG
2
,)
-
[
)
»
y
Q1f:
What
is
the
formula
used
to
calculate
p
for
each
row?
4/
/¥
{
Qlg:
How
is
p
different
from
percent?
\,{‘
purtivm
Q1h:
Graph
the
data.
Be
sure
to
providé
labels
for
the
X
and
Y
axis.
Use
a
frequency
histogram.
2a
(From
video
2)
Draw
a
symmetrical
unimodal
distribution.
Provide
labels
for
the
X
andY
axis.
For
now,
X
can
simply
be
labeled
“measuring
unit”
or
you
can
use
something
common
such
as
“cm”).
You
don’t
need
to
show
a
scale
for
now,
because
we
are
focused
on
the
shape.
For
the
sole
use
of
students
at
Stony
Brook
University.
Copyright
©
2023
(Copyright
Brenda
J
Anderson)
All
Rights
Reserved
-
wEW
L
QESCMSGRMEESE
Y
HEN
ol
S
s
i
e
S
Sile
g
oSS
SRy
i
‘\\\\
Stony
Brook
University
R
ib
Qraw
a
symmetrical
bimodal
Istribution.
Provide
labels
for
the
X
and
Y
axis
(X
can
simply
be
measure).
You
don’t
Need
to
show
a
scale.
2c
Draw
a
positively
skewed
distribution.
Provide
labels
for
the
X
and
Y
axis
(X
can
simply
be
measure).
You
don’t
need
to
T
3
show
a
scale.
Fit
N
\
|
/
L\
Y
2d
What
are
the
three
characteristics
we
look
for
in
distributions?
If
you
aren’f/sure,
refer
back
to
the
slide
set.
1)
2)
3)
5,
v
Question
3:
Grouped
Frequency
Distributions:
Imagine
that
you
have
a
catapult
and
you
have
used
it
to
propel
ping
pong
balls.
If
you
propelled
a
ball
22
times
and
measured
the
distance
propelled
in
€m,
your
data
might
look
like
the
following:
0000
207
181
170
163
138
203
179
168
161
121
192
177
166
159
187
174
166
154
183
172
164
146
Q3a
What
is
the
difference
between
the
highest
and
lowest
distance
the
ball
was
propelled?
o
To
organize
you
data,
you
will
construct
a
grouped
frequency
distribution
table
as
shown
in
video
3,
follow
the
process
below:
For
the
sole
use
of
students
at
Stony
Brook
University.
Copyright
©
2023
(Copyright
Brenda
J
Anderson)
All
Rights
Reserved
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
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‘\\v
Stony
Brook
University
e
i
Q3b
What
is
the
ideal
number
of
categories/bins
for
grouped
frequency
distributions?
\
wAr
vV
o
I\
VTV
O
)
Q3c
What
is
the
difference
between
the
highest
and
lowest
distance
the
ball
was
propelled?
v
0
’
Q3d
Can
you
use
both
of
these
to
identify
the
range
for
the
individual
bins/categories?
If
you
aren’t
sure, refer
to
the
slide
set.
Sz
e
e
Q3/4:
Fill
in
the
Grouped
Frequency
Distribution
Table
below:
Start
with
the
largest
category
at
the
top.
Remember
the
category
label
is
the
midpoint
of
the
range
for
that
category.
Center
your
categories
around
the
simplest
set
of
numbers
for
the
options
you
have
(e.g.,
if
you
could
use
.5
or
1,
center
around
1).
Q3
(3
means
from
video
3):
Include
columns
for
p
and
percent.
Stop
there.
Category
labels
|
f
p
percent
cf
Percentile
Rank
210
¥
\
0.04%
EHS
710
100
200
;
MG
|
us
7]
T
A0
¢
0.
06t
Q
L(
X
L\
\
|
(@
0.112
2
\
\
\
3.\
L
0
090
().0YS
1.5
7
\
0
"
Ay,
(
<
1
4
0.5
|
0.5
(always
use
2
decimal
places
in
this
class)
The
key
has
two
pages
for
this
set
of
questions,
one
for
centering
around
5s
and
one
for
centering
around
10s.
Fill
out
the
p
and
percent
columns
in
the
table.
3e:
What
percentage
of
scores
fell
in
second
lowest
category?
-
For
the
sole
use
of
students
at
Stony
Brook
University.
Copyright
©
2023
(Copyright
Brenda
J
Anderson)
All
Rights
Reserved
-
‘\\\V
Stony
Brook
University
Name:
3f:
What
percentage
of
scores
fell
in
the
category
with
the
highest
scores?
Before
completing
the
next
sections,
be
sure
to
have
watched
the
last
two
videos.
—_Watch
Videos
5
(17
min);
use
interpolation
to
find
percentile
and
percentile
ranks
from
grouped
frequency
distributions.
___Watch
Video
6:
Stem
and
Leaf
Diagrams
(3
min)
on
your
own
time.
Now
let
us
use
the
percent
and
percentile
information
from
video
4
Q4a:
Fillin
the
cumulative
frequency
column
in
the
table.
What
is
the
percentile
rank
for
the
4
highest
value
in
the
highest
category?
(only
about
30%
of
students
get
this
right
so
think
carefully
about
what
you
are
asked
to
find,
and
how
it
differs
from
question
3f).
Q4b
What
is
the
cf
for
the
category
labeled
185/190
(depending
upon
your
category
midpoints)?
20
Q4c¢
What
is
the
percentile
rank
for
the
upper
real
limit
for
the
category
labeled
195/2007?
Q4d:
Draw
a
frequency
histogram
using
the
box
below
Will
you
use
a
bar
graph,
frequency
histogram,
or
frequency
polygon?
Why?
What
factors
determine
your
answer?
Q4e:
Be
sure
to
label
your
X
and
Y
axis
with
values
and
names.
(use
the
grid
below
to
guide
you.)
Use
the
lowest
scores
on
the
left
side
of
the
X
axis.
o
N%\ed
For
the
sole
use
of
students
at
Stony
Brook
University.
Copyright
®
2023
(Copyright
Brenda
J
Anderson)
All
Rights
Reserved
qw
Stony
Brook
University
Namet
=
it
e
Q4i
Now,
plot
the
cf
distribution.
o,
Dv,.r'x
\}@C\
B
-
’
T
7
W
/
]
i1
T
/
viltl
Checking
completion:
Upload
these
sheets
in
the
upload
link
for
the
Worksheet
in
Chapter
2
Brightspace/Psych
202.01/Modules/Module
1/Chapter
2/
Helpful
hint
for
succeeding
in
this
course:
Use
the
feedback
from
the
worksheets
and
homework
assignments
to
identify
where
you
are
confused,
and
need
help.
Access
help
by
referring
back
to
the
textbook,
slideset,
videos,
asking
questions
in
class
or
attending
office
hours.
You
must
be
responsible
for
seeking
help
when
you
need
it.
For
the
sole
use
of
students
at
Stony
Brook
University.
Copyright
©
2023
(Copyright
Brenda
J
Anderson)
All
Rights
Reserved
Lm——u——_——_
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- The table below displays the adult literacy rate in Bolivia for several different years. The adult literacy rate is the percentage of people ages 15 and above who can both read and write with understanding a short simple statement about their everyday life. Data downloaded on 2/19/2020 from https://ourworldindata.org/grapher/literacy-rate-adults?tab=chart&time=1973..2016. Year 1976 2001 2012 Literacy Rate 63.2% 86.7% 94.5% When answering the questions below, round to four decimal places in your intermediate computations. Use interpolation or extrapolation (whichever is appropriate) to predict the literacy rate in Bolivia in 1992. Round your answer to one decimal place. You only get one submission for the unit. ---Select--- Use interpolation or extrapolation (whichever is appropriate) to predict the literacy rate in Bolivia in 2050. Round your answer to one decimal place. You only get one submission for the unit. ---Select--- Is your 2050 prediction realistic? You must…arrow_forwardA data set contains the observations 8,5,4,6,9. find ( ∑x )^2arrow_forward> Search itc.edu.kh v Activity Midterm Statistics(2) (2020-2021GICI31STA_GIC_Statistics_OL Say_Mardi_7-9am) Close Teams Hi DIM LIFY, when you submit this form, the owner will be able to see your name and email address. Assignments 1 Question 5 Calendar (20 Points) Files Let X1, X2, X3,..., Xn be a random sample from a Geometric distribution Geo(0), where 0 is unknown. Find the maximum likelihood estimator (MLE) of O based on this random sample. Recall that the pmf of X ~ Geo(0) is f(x; 0) = (1 – 6)*-10, (a) Ômle = X (b) Ômle = 1/X x = 0, 1, .... %3D (c) Ômle = E=, In X, (d) Ômle = 2X %3D (a) (b) (c) Apps (d) 1:50 PM A Spotify T. General (2020-2021... Details | bartleby - .. A D 4) G E ENG 12/16/2020 O 田arrow_forward
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- hospital duarrow_forwardMost vertebrate adult body sizes remain constant or increase throughout their lives. Marine iguanas are different in that they can actually decrease in size, in periods of low food availability. Examine the data set here, and test the hypothesis that on average across time, iguana length changed (increased) by 1 mm. Paste your R code in the answer box, and tell me your conclusion. Data is here: https://github.com/lisamanne/biostats_data/raw/main/Iguana_lengths.csv DATA- Tributary,Species_upstream,Species_downstream I��,14,19 Juta�,11,18 Japur�,8,8 Coari,5,7 Purus,10,16 Manacapuru,5,6 Negro,23,24 Madeira,29,30 Trombetas,19,16 Tapaj�s,16,20 Xingu,25,21 Tocantins,10,12arrow_forwardList an advatge of microdata, and of aggregated data Answer in a few sentences thank you.arrow_forward
- The National Highway Traffic Safety Administration (NHTSA) collects traffic safety-related data for the U.S. Department of Transportation. According to NHTSA's data, fatal collisions in were the result of collisions with fixed objects (NHTSA website, https://www.careforcrashvictims.com/wp-content/uploads/2018/07/Traffic-Safety-Facts-2016_-Motor-Vehicle-Crash-Data-from-the-Fatality-Analysis-Reporting-System-FARS-and-the-General-Estimates-System-GES.pdf). The following table provides more information on these collisions.Excel File: data04-21.xlsx Fixed Object Involved in Collision Number of Collisions Pole/post 1,416 Culvert/curb/ditch 2,516 Shrubbery/tree 2,585 Guardrail 896 Embankment 947 Bridge 231 Other/unknown 1,835 Assume that a collision will be randomly chosen from this population. Round your answers to four decimal places.arrow_forwardDescribe about the three positive relationships of Scatterplots?arrow_forwardPlease share an excel screen on how to input and calculate the data for #1 only. Thank youarrow_forward
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