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Math 2
Lesson 3
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Population
An
entire group
that is under
study
or
investigation
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Sample
A
subset
taken
from
a
population
, either by
random
or
non-random
sampling techniques
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Random sample
A
selection
of
n
elements
derived
from
a
population
N
, in which each sample point has an equal chance of being selected using an appropriate sampling technique
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Lottery sampling
1.
Every member of the population has
an
equal chance
of being selected
2.
Names represented by small pieces of paper
,
mixed together and picked out at random
3. Selected
members included in
the
sample
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Systematic random sampling
1.
Members
of
the
population
are
listed
and
samples
are
selected
in
intervals
called
sample
intervals
2.
Every
nth
element
from a
list
is
selected
from a
randomly
selected
starting point
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Stratified random sampling
1.
Members
of
the
population
are
grouped
based
on
their
homogeneity
2. Population
classified
into
subpopulations
or
strata
based
on
characteristics
3.
Selection
of
elements
made
separately
from
within
each
stratum
,
usually
by
random
or
systematic
sampling
methods
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Cluster sampling
1. Sampling at
higher levels
first
before
going
down
to
lower levels
2.
Randomly
take
samples
from
provinces
, then
cities
,
municipalities
, or
barangays
, then
households
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Multi-stage
sampling
1.
Combination
of
different
sampling
techniques
2.
Lottery
method
for
regions
and
cities
, then
stratified
sampling for
chosen
areas
and
clusters
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Non-random sampling
Sample
is
not
a
proportion
of
the
population
and
there
is
no
system
for
selecting
a
sample
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Types
of
non-random
sampling
techniques
Accidental
sampling
Quota
sampling
Convenience
sampling
Purposive
sampling
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Accidental sampling
includes
only
those
whom
the
researcher
meets
by
chance
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Quota sampling
includes a
specified
number
of
persons
of
certain
types
to
be
taken
as
samples
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Convenience sampling
is the
most
convenient
and
fastest
sampling
technique
that
makes
use
of the
telephone
,
mobile
phones
, or
the
internet
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Purposive sampling
is
used
in
very
small
sample
sizes
, e.g.
deans
of
certain
universities
or
area
managers
of
certain
institutions
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