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Examples
The
nature of the learning
process
To
help fifth and sixth grade
students understand the
concept of survival as it
relates to both the human
and the animal world, the
students develop working
definitions of survival
and adaptation.
Based on this
knowledge, they then
create a comic strip with
a survival theme. The
students also research to
find ways that animals
survive through adaptation
in one of the five
biomes--Polar Region,
Desert, Rain Forest,
Savanna, and Mountain
Area. They complete a
survival guide for some
aspect of their home,
school, or community life.
Reference
Forte,
I.,
&
Schurr,
S.
(1994).
Interdisciplinary
units and projects for
thematic instruction. Nashville, TN: Incentive Publications.
Goals
of the learning process
The
primary goal of this
activity for eighth
graders is to examine
selected aspects of the
American culture over time
to uncover some of the
talents, traditions, and
trademarks of its
continued growth and
success. To do this, students take part in the following activities:
“investigate the early
crafts of colonial
America; discover how
slang words evolve from
historical events;
research a famous American
hero of their choice and
present the information in
a monologue; and collect
quotes from history and
interpret their meaning”
(Forte & Schurr, 1994,
p. 39).
Reference
Forte,
I., & Schurr, S.
(1994).
Interdisciplinary
units and projects for
thematic instruction. Nashville,
TN: Incentive
Publications.
The
construction of knowledge
In
a fourth grade math class,
the teacher helps students
make connections between
new information and what
they already know. The
first step is to review
prerequisites to help
students recall the
information they will need
to understand new
material. For example, the
teacher might ask, “Who
can tell us the definition
of a quadrilateral? Is a
square a rhombus? What did
we say yesterday about how
you can tell? Today we are
going to look at some
other quadrilaterals.”
Reference
Woolfolk,
A. (2001).
Educational
psychology (8th
ed.).
Needham Heights,
MA: Allyn & Bacon.
Higher
order thinking
The
purpose of this activity
is to develop
problem-solving skills and
decision-making skills for
students in ninth/tenth
grades.
The activity uses
the attraction of a
typical shopping center or
mall as the major
springboard for applying a
variety of math and
consumer skills. Since a
lot of teenagers spend a
great deal of their time
at the local mall, it
makes sense to use this
popular “hangout” as a
source for investigating
mathematical concepts in
the real world.
Specific
objectives include:
-
The student observes
shoppers entering and
exiting a mall and draws
some conclusions about
their preferred traffic
patterns.
-
The student examines a
floor plan of a mall to
determine which types of
stores have the highest
percentages of floor
space.
-
The student analyzes the
stores in a mall to
develop ratios of stores
that sell products to
stores that provide a
service.
-
The student discovers
the methods retailers
use to attract customers
into their stores.
-
The student designs an
ideal mall for kids
based on their unique
needs.
-
The student plans a food
budget for the day and
does comparison shopping
of the best food values
available in the mall.
(Forte & Schurr,
1994, p. 150)
Reference
Forte,
I., & Schurr, S.
(1994).
Interdisciplinary
units and projects for
thematic instruction.
Nashville, TN: Incentive
Publications.
Motivational
influences on learning
Students
identify classroom
experts for different
assignments or tasks in
this project for
sixth/seventh graders.
Who knows how to use the
computer for graphics?
how to search the
Net?
how to use an
index? These students
should tutor their peers
in those skills that
they have mastered (Woolfolk,
2001, p. 354).
Reference
Woolfolk,
A. (2001).
Educational
psychology (8th
ed.).
Needham Heights,
MA: Allyn & Bacon.
The
intrinsic motivation to
learn
This
activity is designed to
relate content
objectives to student
experiences. For
instance, students in
the same school can
establish pen pals
across the classes.
"Through letter
writing, students can
exchange personal
experiences, photos,
drawings, written work,
and ask and answer
questions ('What are
your favorite readings?
Why? What are you doing
in math now?')" (Woolfolk,
2001, p. 367).
Reference
Woolfolk, A. (2001). Educational psychology (8th ed.).
Needham Heights,
MA: Allyn & Bacon.
Characteristics
of motivation-enhancing
learning tasks
To
develop middle grade
students’ natural
curiosity and
intellectual
tendencies for
thinking about the
future, try having
them complete one
future-oriented task
in a geography lesson.
Have them pretend that
six space ships were
dispatched from a
planet in a different
galaxy. Their mission
is to land at these
places: Disney World
in Florida; Beijing,
China; Boston,
Massachusetts; Athens,
Greece; Cairo, Egypt;
and the Amazon River
in Brazil. Have the
students design
answers to the
following questions
for each location:
Reference
Schurr, S.
L.
(1994).
Dynamite
in the classroom: A
how-to handbook for
teachers.
Columbus, OH:
National Middle School
Association.
Developmental
constraints and
opportunities
Students
have different learning
styles, which is why
teachers strive to find
activities that suit
diverse learners. For
instance, for
fifth/sixth grade
bodily/kinesthetic
learners, a teacher can
ask the students to
record their heart
rates. Some
students can be
instructed to move and others
to relax by lying down
or standing still.
The students can then
compare
the heart rates
of those who were moving
and those who were still
in order to better
understand the workings
of the heart.
Social
and cultural diversity
In
this activity for eighth
grade, students learn
that “overlapping
circles in math are
called Venn diagrams.
They are used to show
similarities and
differences between two
or more people, places,
or things. The part
where the circles
overlap is called the
intersection of the
circles.
It represents
what the people, places,
or things have in
common”(Forte &
Schurr, 1994, p. 178).
The
teacher asks students to
draw a pair of
intersecting circles
that represent them and
their best friend.
In the
non-intersecting parts
of the circle, the
students write down the
things that make them
different from their
friend.
In the circle
intersection, they write
the ways they are like
their friend.
Students could
consider physical,
personality, and social
traits as well as
individual preferences
and interests.
Next,
students draw a third
intersecting circle that
represents a mutual
friend of the first two
students.
In the
intersection, they write
the common traits that
all three friends share.
Ask students to
add a fourth or fifth
friend to this diagram
and show how the diagram
would work.
Reference
Forte, I.,
& Schurr, S.
(1994).
Interdisciplinary
units and projects for
thematic instruction,
p. 178.
Nashville, TN:
Incentive Publications.
Social
acceptance, self-esteem,
and learning
The
teacher organizes an
eighth grade classroom
into a mini-society
complete with all the
services that any real
community would have.
She or he creates
a Government Council
that includes a mayor
and a set of council
representatives.
The
class elects a different
mayor and council
representatives each
marking period or
semester.
The class is
divided into groups of
four, and each group
elects a council member.
The groups of
students should sit
together at tables or
clusters of desks.
Council members meet
with the mayor to set
classroom laws and fines
as well as to plan
community events and
discuss community
concerns.
Reference
Forte, I., &
Schurr, S.
(1994).
Interdisciplinary
units and projects for
thematic instruction,
p. 42.
Nashville, TN:
Incentive Publications.
Individual
differences in learning
Students
who prefer to work alone
activate their
“intrapersonal
intelligence”
(Gardner, 1999). A
suitable activity for
such learners in
eighth/ninth grades
would be the Decision
Letter to let them
practice letter-writing
skills using an incident
that revolves around an
important decision. This
activity
can be used
during a lesson or unit
to encourage students to
establish their own
criteria for success.
For this activity, the
teacher can do the
following:
Show
a model letter on the
overhead or give each
student a copy of a
selected letter
Review
the formal parts and
structure of a letter
(i.e., address, date,
salutation) and the
criteria for success
(e.g. grammar,
structure,
punctuation, spelling,
interest, clarity)
Assign
students to write a
two-page letter to a
friend about an
important decision
they have made
Review
how this is done
As
a class or in small
groups, brainstorm a
list of ideas for the
students’ decisions
and topics” (Bellanca,
1977, p. 42).
Reference
Bellanca, J.
(1997).
Active
learning handbook for
the multiple
intelligences classroom. Arlington Heights, IL: IRI/ SkyLight Training and
Publishing.
Gardner,
H.(1999). Intelligence
reframed: Multiple
intelligences for the
21st
century.
New York:
Basic Books.
Cognitive
filters
This
activity for high school
health education
students helps them
recognize perceptual
filters and the impact
they have on students’
thinking. The teacher
asks the students to
write in their journal
their ideas about the
importance of sleep in
their lives and the
amount of sugar they eat
every day.
After this short
activity, the teacher
introduces a physician
as the guest speaker for
the day.
The physician
presents information on
the negative effects of
the lack of sleep and
the danger of too much
sugar in students’
lives.
At
the end of the class,
the teacher has students
again write in their
journals their ideas
about sleep and sugar.
This time, the teacher
compares the new journal
entry with the previous
one and notices that the
students have a broader
perspective and have
given more information
than the first time.
Obviously,
the doctor’s visit to
the class helped the
students acquire more
information about sleep
and sugar. This can
allow the students the
opportunity to modify or
change their perceptual
filters so they now see
sleep and sugar intake
in new ways.
Reference
Callahan, W.,
& Cimpoeru, C.
(2000).
Cognitive filters
example.
Unpublished
manuscript.
Student-centered
teaching
A
ninth grade science
teacher wants his
students to practice
designing experiments
with variables.
He first
demonstrates a simple
pendulum, explaining
frequency as the number
of swings in a certain
time period.
He asks the
students for some common
examples, and they
identify a metronome and
a pendulum clock.
The teacher then
asks students what
variables might affect
the frequency of the
pendulum's swings.
They offer as
answers length, weight,
and angle of release.
The
teacher then gives
students directions for
designing their own
experiment to show how
those variables affect
the frequency of the
swing.
He forms groups
of four students and
asks them to conduct the
experiment by dividing
the tasks.
The
students first tie a
string to a ring stand
and measure its length.
One student
measures the string
length while another
records that number.
As a group, they
discuss how to proceed.
They think of equations
they will need to use to
find how the variables
affect the experiment.
They work
together, having control
over their own learning.
With a ruler in
front of the string,
they measure the highest
point of the pendulum
swing when the string is
different lengths.
For
the second test of a
variable, the students
add a paper clip to the
string to make it
heavier. For the third
test, they experiment
with different angles of
release. They collect
the results after each
experiment. The students
are involved in a
hands-on activity that
enables them to
understand the physical
process of the effects
of variables.
The teacher
monitors the students’
work but does not work
with them; the students
are responsible for
their learning.
Reference
Eggen, P.,
& Kauchak, D.
(1999).
Windows on
classrooms (4th
ed.).
Upper Saddle
River, NJ: Merrill.
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