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8/4/2019 ToulsonP_Information Literacy Lesson and Pathfinder
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Patrice Toulson 1
Information Literacy Lesson Plan
Patrice Toulson
FRIT 7136Dr. Stephanie Jones
Fall 2009
Pathfinder URLhttp://sites.google.com/site/toulsonspathfinder
http://sites.google.com/site/toulsonspathfinderhttp://sites.google.com/site/toulsonspathfinder8/4/2019 ToulsonP_Information Literacy Lesson and Pathfinder
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Patrice Toulson 2
Information Literacy Lesson Plan
GRADE: 6th Grade Math Class
TEACHER(S): Patrice ToulsonAnne Lamb
CONTENT TOPIC: Finding the mean and median and graphing the data in Microsoft Excel
STANDARDS FOR THE 21ST
-CENTURY LEARNER GOALS
Standard 1: Inquire, think critically and gain knowledge.
Skills Indicator(s): 1.1.1 Follow an inquiry-based process in seeking knowledge in curricular
subjects and make the real-world connections for using this process in own life.
Benchmark(s): Use a critical-thinking process that involves asking questions, investigating the
answers, and developing new understandings for personal or academic independent-learningactivities.
Dispositions Indicator(s):
1.2.3 Demonstrate creativity by using multiple resources and formats.
Responsibilities Indicator(s):1.3.3 Follow ethical and legal guidelines in gathering and using information.
1.3.4 Contribute to the exchange of ideas within the learning community.
1.3.5 Use information technology responsibly.
Self-Assessment Strategies Indicator(s):
1.4.2 User interaction with and feedback from teachers and peers to guide own inquiry process.
1.4.4 Seek appropriate help when it is needed.
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Standard 2: Draw conclusions, making informal decisions; apply knowledge to new situations,
and create new knowledge.
Skills Indicator(s): 2.1.1 Continue an inquiry-based research process by applying critical-
thinking skills (analysis, synthesis, evaluation, organization) to information and knowledge inorder to construct new understandings, draw conclusions, and create new knowledge.
2.1.3 Use strategies to draw conclusions from information and apply knowledge to curricular
areas, real-world situations, and further investigations.
2.1.4 Use technology and other information tools to analyze and organize information.
2.1.6 Use the writing process, media and visual literacy, and technology skills to create
products that express new understandings.
Benchmark(s): 2.1.1 Interpret information and ideas by defining, classifying and inferringfrom information in text.
2.1.3 Draw conclusions based on explicit and implied information.2.1.4 Identify and apply common productivity tools and features such as menus and toolbars
to plan, create, and edit word processing documents, spreadsheets and presentations.
2.1.6 - Create products that incorporate writing, visuals, and other forms of media to convey
message and main points.
Dispositions Indicator(s): 2.2.4 Demonstrate personal productivity by completing products
to express learning.
Responsibilities Indicator(s): 2.3.1 Connect understanding to the real world.
Self-Assessment Strategies Indicator(s):
1.4.3 Monitor gathered information, and assess for gaps or weaknesses.
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CONNECTION TO LOCAL OR STATE STANDARDS
(List here relevant content, information literacy, and technology standards)
M6D1 Students will pose questions, collect data, represent and analyze data, and interpret
results.a) Formulate questions that can be answered by data. Students should collect data by using
samples from a large population (survey), or by conducting experiments.
b) Using data, construct frequency distributions, frequency tables, and graphs.
c) Choose appropriate graphs to be consistent with the nature of the data (categorical ornumerical). Graphs should include pictographs, histograms, bar graphs, line graphs, and
line plots.
d) Use tables and graphs to examine variation that occurs within a group and variation thatoccurs between groups.
e) Relate the data analysis to the context of the questions posed.
MSBCS-BCSI-9: Students will develop and apply basic spreadsheet skills.
OVERVIEW:
Sixth grade students learn to calculate mean and median in their math class. After they learn this
concept, they gather data on the height of sixth grade students in their classroom and compare
their height to NBA professional players. They use the information gathered to examine theconnection between data distribution and measures of central tendency. They manipulate the
data and then examine various types of graphs to determine which graph will be most beneficial
in expressing the data so the students can understand its meaning. They will use formulas inExcel to determine the mean and median of their data.
FINAL PRODUCT:
The students manually calculate the mean and median of the data they collect. Then the
students produce an Excel Spreadsheet that includes formulas that show the mean and median
of the data collected. They will graph the data in numerous ways to determine which graph bestexpresses the data. They will have an explanation of which graph worked the best and why and
how their manually calculated data compares to the mean and median that was calculated
through formulas.
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LIBRARY LESSON(S):
Students will learn to gather data dealing with real-world information. The math teacher will go
over the lesson on mean and median and will teach this concept to the students. After the math
teacher completes her lesson, the media specialist will assist the students in gatheringinformation on the height of sixth grade students in their classroom. After gathering the data,
the students will convert the height of the students from feet to inches. Calculators may be usedfor the special needs students. Then the media specialist will take the students to the computer
lab and give them a website (www.nba.com) to use to gather height information forprofessional NBA players. They will convert their heights to inches as well. Again, the specialneeds students may use calculators for the conversion. After all data is gathered, the media
specialist will have a lesson with the students on how to create an excel spreadsheet, input data,
use formulas and graph in Microsoft Excel using fictitious information. After the Excel lessonis delivered and it is believed all the students understand how to use an Excel Spreadsheet, the
students will input the actual data gathered into an Excel spreadsheet, use formulas to find the
mean and median, and graph the data to compare the data between the sixth grade students inrelation to the NBA players. The students will use various graphs to determine which graph best
expresses the data.
ASSESSMENT
Product - Teacher, media specialist and students will use a teacher-developed rubric to assess
the collection of data, conversion of data from feet to inches, graphing of data and an
explanation on which graph works best in comparing sixth grade students heights to NBAplayers heights.
Process - Teacher and media specialist use daily tickets out the door to confirm the students
are understanding the lesson being taught. They also use the final product Excel spreadsheetto determine if the students understand how to use formulas to find the mean and median and
use graphs to compare data. The teacher and media specialist will use a rubric to grade theoverall product.
Student self-questioning
1) What is data?2) Why are we collecting data?3) What can I learn from this data being gathered?
4) How can this data be helpful to me in finding mean and median?5) What technology tools will help me organize and make sense of the data I collected?
6) Why do we graph data?7) Will my manual calculations of mean and median be the same as the mean and median
that were determined using formulas in Microsoft Excel?
8) What would happen to the mean if we didnt include the NBA players?
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INSTRUCTIONAL PLAN
Resources students will use:
Online subscription database(s) Web sites Books Reference
Nonprint Periodicals/newspapers Other (list): Microsoft Excel Spreadsheet
Computers and Projector
www.nba.com
Instruction/activities
o Direct instruction: The media specialist will assist the students in gathering data on
the height of their sixth grade classmates and monitor them as they convert theirheights from feet to inches. The media specialist will take the students to a
computer lab and give them a website to use to gather data on the heights of
professional NBA players. The media specialist will monitor how the studentsconvert these measurements from feet to inches. After all the data is collected,
the media specialist will introduce Microsoft Excel to the students on how to
create a spreadsheet, use formulas to find the mean and median and formulategraphs to compare the data collected.
o Modeling and guided practice: Using the data gathered by the students using
information from the sixth grade students and information from the website onNBA players, the students will create an Excel spreadsheet and will input the
data collected while the media specialist monitors. They will try manipulating
the data with different graphs to determine which graph represents the data most
effectively. They will use formulas to determine the mean and median.
o Independent practice: Students will gather the data from fellow students and theNBA website. Then, they will input the data collected into the Excel
spreadsheet, use formulas to determine mean and median and graph the data in
multiple formats. Then they will get ready to present to the class their graphs
and explanations on why their choice of graph is the best one to express the datagathered.
o Sharing and reflecting: While using a computer and an overhead projector, thefinal product of the Excel graphs will be shown in the classroom. After looking
at these graphs, the students will answer a few questions:1) Why is the mean height larger than the median height?2) What impact do the basketball players have on either of these measures?
3) What would happen to the mean and median if we excluded the basketball
players data from the graph? Why?
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Rubric:
CATEGORY 4 3 2 1 Your
Score
DataCollection Collectscomplete andaccurate data
Collectsaccurate data Produces someerrors in datacollecting
Inaccurate datacollected due todesign flaw.
Conversion ofdata from feet
to inches
Conversion wascomplete with
accurate
numbers.
Most of theconversions
were correct.
Some of theconversions
were correct.
Conversionswere
inaccurate.
Manually
formulated
mean andmedian of
data collected
Manually
formulated
mean andmedian was
completelyaccurate.
One of the
numbers was
correct.
Neither of the
numbers for
mean andmedian were
correct
Did not attempt
to manually
calculate themean and
median.
Graphs Produces at
least 3 graphsto determine
which graph
best expresses
the data
Produces at
least 2 graphs todetermine which
graph best
expresses the
data
Produces at
least 1 graph todetermine
which graph
best expresses
the data
There were no
graphscompleted.
Legend There is a
legend that waseasy to read and
contained allthe informationneeded to
understand the
data.
Legend
contained someinformation
needed todescribe thedata.
Legend contains
inaccurateinformation that
described thedata.
There was no
legend.
Labeling of X
axis and Y
axis
The X and Y
axis have a
clear, neat labelthat
describes the
units.
The X and Y
axis have one
label thatdescribes the
unit correctly.
The X and Y
axis have a
label but doesnot describe the
units accurately.
The X and Y
axis are not
labeled.
Title Title is creative,clearly relates
to the problem
being graphed,
and is printed atthe top of the
graph.
Title clearlyrelates to the
problem being
graphed, and is
printed at thetop of the graph.
A title is presentat the top of the
graph.
No title ispresent.
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Formulas
used inMicrosoft
Excel
Formulas used
in MicrosoftExcel to
determine mean
and median are
correct.
One of the
formulas used inMicrosoft Excel
to determine
mean and
median wascorrect.
Neither of
formulas usedin Microsoft
Excel to
determine mean
and medianwere correct.
Did not attempt
to use a formulato determine
mean and
median.
Neatness and
Organization
The work is
presented in a
neat, organized
way that is easyto understand.
The work is
presented in a
neat, organized
way that isusually easy to
understand.
The work is
presented in an
organized way
but issometimes hard
to understand.
The work is
presented in a
sloppy,
unorganizedway that is very
hard to
understand.
Analyzing
Data
Analysis is well
thought out and
indicates agreat
understanding
of the data.
Analysis is well
thought out and
indicates a fairlygood
understanding
of the data.
Analysis
indicates some
understandingof the data.
Analysis
indicates very
littleunderstanding
of the data.
Presentation The
presentationshowed the
student
understood theconcept of
mean and
median andgraphing the
data
The presentation
showed thestudent had a
fairly good
understandingof the concept
of mean and
median andgraphing the
data.
The
presentationshowed the
student had
someunderstanding
of the concept
of mean andmedian and
graphing the
data.
The
presentationshowed very
little
understandingof the concept
of mean and
median andgraphing the
data.
Your Score:
Rating Scale:
Score Rating Grade
11 Unacceptable 65
12-26 Unacceptable 75
27 - 41 Acceptable 85
42-44 Target 95
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Assessment Results:
The rubric proved to be a very useful assessment tool for this project. It gave the students an
understanding from the beginning of what was expected of them and it gave the teachers anunderstanding of what exactly to look for when grading. The majority of the students did anexceptional job on this project. They gathered the data and put it in the Excel spreadsheet and
were able to find the mean and median of the data by using formulas and graph the findings.
Then, they did a really good job presenting the information to their classmates. According to therubric that I assessed, the student breakdown is shown below:
Student Grade Explanation if any
Shabreia 44
Alyea 11 Special Ed Student with severe
hearing problemsAlesha 25 Special Ed Student
Brandon 42
Dontavious 42
Nikeria 42
Kristopher 42
Clifford 40
Kane 42
Bobby 42
Malik 42
Billy 14 Special Ed Student - ADHD
Marquella 42Kaneisha 43
James 40
Dontavis 44
Based on the above data, 69% reached the target score of 42-44. The percentage that reached the
acceptable mark was 12.5%. The percentage of students who scored in the unacceptable level
was 18.5%. The 18.5% that scored in the unacceptable range are students that are in the specialeducation program. One of these students only missed the acceptable range by 2 points. So, as
you can see based on the data above, the students did very well and it appears that they grasped
the concept of mean and median and how to input data they collected into an Excel Spreadsheet,
formulate the mean and median by using formulas and graphing the data so that it best expressesthe data being compared.
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Tickets Out the Door:
Along with the final rubric that was used to assess the students, tickets out the door were alsoused. The day that I took the students to the lab to teach them how to use Excel using fictitious
data, the ticket out the door was What questions do you have about gathering data and inputting
the data into an Excel spreadsheet, using formulas to come up with the mean and median andgraphing the information? By answering this question, the students helped me have a better
understanding of what they didnt understand and what I needed to do to explain it better.
The day that the students actually put their collected data into the Excel spreadsheet, the ticket
out the door was What other areas in our lives could we use mean and median to help us
understand information better? This will help the media specialist and teacher see if the students
have a clear understanding of what mean and median are and how they can use them in their reallife situations.
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Reflection:
First of all, time was a major issue. I worked with a sixth grade math teacher. Ialso teach full time so this was a difficult task. The only saving grace was that I was
able to work with her during my planning period. I utilize my planning period daily
for work in the classes that I teach so my actual classes may have gone a little lackingduring this time but we all managed to get by.
The teacher I worked with was very easy to work with. We collaborated well
together and she was extremely helpful in assisting me. The initial collaboration wasa little difficult because our planning periods were not the same. So again, time was
our biggest issue. We soon realized that email was our best source in communicating
and creating our roles for this project. Our personalities complimented each other.
Her personality is very aggressive and quick to get things done. Mine is more laidback and more passive. We established the roles that we each would do and assisted
each other. When she taught the lesson on mean and median, I walked around the
room and assisted the students who were not grasping the concept. We each assisted
the students when they were measuring sixth grade students and converting theheights to inches. Then when I took the students to the lab to research on the website
and teach Excel spreadsheets, formulas and graphing, she was their assisting me.The major issue that I may change with this lesson was gathering the data. It was
pretty chaotic when the students were trying to gather the heights of their fellow
students and converting the data to inches. We put the students in groups to do this.
Sometimes group work gets a little noisy and hectic. Some of the students hadtrouble with the conversion. Maybe it would be better after the students got the
measurements of their classmates if the students would get back to their desk and the
teacher/media specialist and the students did the conversion together using theActivBoard.
The actual lab experience with the students went very well. Usually when
students are in front of a computer, things go well. The boys really enjoyed gatheringthe data from the NBA site because most of them were familiar with the players and
thought this was pretty cool getting information about some of their favorite players.
Most of the girls did not get too excited about the subject we were collecting data on.Maybe the next time, I could figure out a subject to research that both genders could
get excited about. All the students enjoyed using the Excel spreadsheet and creating
the graphs that went along with the information. The teacher stated that normally
with this lesson she has the students draw out the charts on construction paper. Shesaid the Excel spreadsheet graphs were so much more graphic and brought the
information to life with the students so much better than when they draw it out on
paper. The only negative thing about the Excel spreadsheet usage was the teacherwas not that comfortable with the program. She had not had an opportunity to use
Excel very much so she had to somewhat learn the program along with the students in
order to help them. I should have checked on this prior to teaching Excel. However,this did not pose a large problem. I taught Excel to the students using fictitious
information before I actually let them put in the real data. So, the majority of the
students picked up on the program very easily.
All in all, I think the lesson went very well. I think the students benefited fromthe collaboration between me and their math teacher. I think the students were able to
grasp the concept of mean and median with the usage of real life data and seeing it
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come to life in an Excel graph. The math teacher agreed that she believes the Excel
graph helped them see it better versus drawing it on construction paper.
Although this was a lot of work, the teacher asked if I would help her with a fewof her classes in the future when our schedules would coincide. So, this made me feel
like overall it was successful.