Test Anxiety in
Math Among Middle School Students
Nancy Martinez
INTRODUCTION
Mr. D’Angelo is concerned about students’ test scores
on the NY Math State Exam. He is wondering if test anxiety may be impacting
students' test scores. Mr. D’Angelo is asking us to investigate this issue and
come up with a solution to help reduce test anxiety in Math at David A. Boody.
TASK
Students will survey a random sample of 7th grade
students at David A. Boody to determine whether or
not they have test anxiety and if it has impacted their test scores. Students
will summarize their findings and present solutions on a Google Slide or Canva
presentation to the class.
Part 1: Create a survey on Google Form to determine if
students have test anxiety and what are the causes
Part 2: Survey a random sample of 7th grades students
Part 3: Create a Google Slide or Canva presentation on
your findings. Represent your data using quantitative measures like mean median
mode or range or use a graph like a dot frequency graph or box plot. In your
presentation you must include possible solutions to reduce test anxiety among
middle school students. We will be
following the PPA (Public Policy Analyst) framework.
Part 4: Present
PROCESS/RESOURCES
In pairs you will be using the PPA model to tackle
this social Issue. Pairs will be assigned.
Step 1: Define the Problem
Define test
anxiety
State the problem
at David A. Boody that we are investigating
List
stakeholders of this issue
Describe
at least 3 consequences of this social issue (individual and school wide)
Step 2: Gather the Evidence
Step 3: Identify the Causes
Based on your survey, list some
factors that contribute to test anxiety among math students. Write your answer
on the worksheet provided. Suggestion: if you
see common causes consider making a pie chart to represent this in your
presentations.
Step 4: Evaluate an Existing Policy
What policies at the school currently
exist to help students overcome test anxiety. Provide answers in the worksheet Consider after school programs, lunch clubs,
counseling , RAPP, STOMP. David A. Boody school website
Step 5: Develop Solutions
Based on your survey data and research
come up with at least 3 possible situations that can be implemented school
wide.
Step 6: Select the Best Solution
For each solution you and your
partner came up with consider the following:
● How feasible are they? Feasible: possible to do
easily or conveniently. What resources will be needed?
● How effective will they be?
EVALUATION
CONCLUSION
Congrats! You have researched, investigated and
presented on a social issue regarding our school. Your slides have been
submitted to Mr. D’Angelo. Be prepared to work together with Mr. D to implement
your solutions to the school.
Reflection questions
STANDARDS
NY-6.SP.1B Understand that statistics can be used to
gain information about a population by examining a sample of the population;
generalizations about a population from a sample are valid only if the sample
is representative of that population.
NY-6.SP.1C Understand that the method and sample size used
to collect data for a particular question is intended to reduce the difference
between a population and a sample taken from the population so valid inferences
can be drawn about the population. Generate multiple samples (or simulated
samples) of the same size to recognize the variation in estimates or
predictions.
NY-6.SP.2 Understand that a
set of quantitative data collected to answer a statistical question has a
distribution which can be described by its center, spread, and overall shape.
NY-6.SP 4. Display
quantitative data in plots on a number line, including dot plots, and
histograms.
NY-6.SP 7. Approximate the
probability of a simple event by collecting data on the chance process that
produces it and observing its long-run relative frequency, and predict the
approximate relative frequency given the probability.
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