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newSchoolWorks.com › VoTechWorks › Agriculture, Environment & Public Service › Teacher Aide / Paraprofessional › Literacy & Numeracy Support › Lesson 8
AGR-TEAC61-06 · Lesson 8 · 10 clock hours · lab

Progress Monitoring and Data-Driven Communication

Objective. Students will compile a one-week simulated progress-monitoring data set for a fictional student in both reading fluency and math computation, graph the data accurately, and produce a written summary appropriate for sharing with the supervising teacher.

⚠ Pending professional review

This lesson, its worked examples and its practice questions has not yet been verified by a licensed professional in the field or by a certification or approval body. It is a study draft and may contain errors. Do not use it as instructions for work on a job site or on live equipment. Always follow your instructor, your supervising professional, and current official references and regulations.

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Why Progress Monitoring Matters

As a paraprofessional, you work closely with students every day. That daily contact puts you in a unique position: you often see small changes in a student's performance before anyone else does. Progress monitoring is the practice of collecting short, frequent measures of student skill and using that data to judge whether a student is on track to meet a goal. When done well, it removes guesswork and gives the supervising teacher real evidence to make instructional decisions.

Your role is to collect the data accurately, record it correctly, graph it clearly, and communicate what you see — not to diagnose a learning disability or change the instructional program on your own. Those decisions belong to the certified teacher or the intervention team. Knowing where your role ends is just as important as knowing how to run a probe.

Types of Probes Used in This Lab

Words Correct Per Minute (WCPM) fluency probes measure reading fluency. A student reads a passage aloud for exactly one minute. You follow along on your copy, mark any word read incorrectly, and count the number of words read correctly. That number is the WCPM score for that session.

Math computation probes measure calculation speed and accuracy. A student completes a timed sheet of problems — for example, two minutes of mixed addition and subtraction. You score by counting digits correct or problems correct, depending on the scoring rule given to you by the teacher. Use whichever rule the teacher specifies, and apply it the same way every time.

Both probes are brief (one to three minutes), standardized, and repeated frequently — typically three to five times per week during an intervention, or at least once per week for general progress checks.

Accurate Data Entry: The Foundation of Everything

A graph is only as good as the numbers entered into it. Before you type a single score into a spreadsheet:

In the spreadsheet template provided for this lab, each row represents one school day. Columns hold the date, the WCPM score, and the math computation score. After entering all five days of data, use the charting function to produce a line graph. The goal line should be a straight horizontal line drawn at the target score level set by the teacher. Label the x-axis (horizontal) with the dates or session numbers and the y-axis (vertical) with the score unit (e.g., "Words Correct Per Minute").

Reading a Graph: Trend, Level, and Variability

When you look at a completed graph, you are asking three questions:

1. Trend — Is the line going up (improving), staying flat, or going down (declining)? A consistent upward slope over several data points suggests the student is responding to instruction.

2. Level — Where does the student's current performance sit relative to the goal line? If scores cluster well below the goal line across multiple sessions, the student may need a program adjustment.

3. Variability — Are scores bouncing sharply up and down each day, or are they relatively stable? High day-to-day variability can signal inconsistent effort, testing conditions, or a skill that is not yet consolidated.

Do not draw strong conclusions from one or two data points. Progress-monitoring research consistently emphasizes that you need at least six to eight data points before a trend is reliable enough to act on. In this lab you have five data points per student — enough to practice reading a trend, but in real practice you would want more before recommending a program change.

Writing a Professional Data Summary

A written data note sent to a supervising teacher should be brief, factual, and neutral in tone. Use numbers. Avoid emotional language or personal judgments about the student.

A strong paragraph includes:

Example of appropriate language: "Over the five sessions recorded this week, Student A's WCPM scores ranged from 62 to 71, with an upward trend. The goal is 90 WCPM. Scores remain below goal. You may want to consider whether additional fluency practice time would be helpful."

Example of language to avoid: "Student A is really struggling and I think she has a reading problem." That crosses into diagnostic territory that is outside your role.

The Data Meeting Role-Play

Professional data meetings are a normal part of school-based intervention work. As an aide, you may be asked to present data you collected to a teacher, a reading specialist, or an intervention team. Practice these habits:

Safety and Ethical Reminders

Student data is protected under FERPA (the Family Educational Rights and Privacy Act). Never share identifiable student data with anyone who does not have a legitimate educational need to know. Do not photograph student probe sheets with a personal device, do not store data in personal cloud accounts, and do not discuss student performance in public settings. Follow your district's specific data-handling procedures at all times.

Key terms9

Words Correct Per Minute (WCPM)A measure of oral reading fluency calculated by counting the number of words a student reads correctly during a one-minute timed passage reading.
Progress monitoringA standardized, frequent assessment practice used to track a student's academic growth over time and evaluate whether instruction is working.
Goal lineA horizontal line drawn on a progress-monitoring graph at the level the student is expected to reach by the end of a specified time period; used to judge whether the student is on track.
TrendThe overall direction of data points on a graph over time — improving (upward), flat, or declining (downward).
ProbeA brief, standardized assessment given repeatedly to collect comparable data points; examples include a one-minute reading fluency passage or a timed math computation sheet.
Digits correctA scoring method for math computation probes in which each correct digit in an answer is counted individually, allowing partial credit and more sensitivity to student growth.
FERPAThe Family Educational Rights and Privacy Act, a federal law that protects the privacy of student education records and restricts who may access identifiable student data.
VariabilityThe degree to which scores fluctuate from session to session on a progress-monitoring graph; high variability may indicate inconsistent conditions or an emerging skill.
Role limitsThe boundary between tasks a paraprofessional is authorized to perform — such as collecting and recording data — and tasks that require a certified teacher, such as diagnosing a learning problem or changing an instructional program.

Worked examples4

1. A student reads a passage for exactly one minute. The passage has 95 words total. The student mispronounces 3 words and skips 1 word. What is the WCPM score?
  1. Identify the total number of words attempted: the student reached word 95, so words attempted = 95.
  2. Count all errors: mispronunciations (3) + skipped words (1) = 4 errors total.
  3. Subtract errors from words attempted: 95 − 4 = 91.
  4. The result is the WCPM score.
Answer: WCPM = 91
2. A student's five daily WCPM scores for the week are: Monday 58, Tuesday 61, Wednesday 60, Thursday 64, Friday 67. The goal line is set at 80 WCPM. Calculate the weekly mean and determine whether the trend is improving, flat, or declining.
  1. Add all five scores: 58 + 61 + 60 + 64 + 67 = 310.
  2. Divide by the number of sessions: 310 ÷ 5 = 62. The weekly mean WCPM is 62.
  3. Examine the direction of scores across the five days: 58 → 61 → 60 → 64 → 67. Despite one dip on Wednesday, the overall direction is upward.
  4. Compare the mean (62) to the goal (80): the student is performing below the goal line.
  5. State the conclusion: the trend is improving, but current performance remains below goal.
Answer: Weekly mean = 62 WCPM; trend is improving; performance is below the goal of 80 WCPM.
3. On a math computation probe, a student completes 8 problems in two minutes. The correct answers and the student's answers are compared digit by digit. Problem answers are: correct digits per problem = 2, 3, 2, 0, 3, 2, 1, 2. What is the total digits-correct score?
  1. List the digits-correct value for each problem: 2, 3, 2, 0, 3, 2, 1, 2.
  2. Add all values: 2 + 3 + 2 + 0 + 3 + 2 + 1 + 2 = 15.
  3. The total digits-correct score is 15.
Answer: Digits correct = 15
4. You are entering data into a spreadsheet. Student B's WCPM scores are Mon 72, Tue 75, Wed 73, Thu 78, Fri 80. You accidentally enter Thursday's score (78) in the Friday column and Friday's score (80) in the Thursday column. How does this error affect the graph, and what is the correct procedure?
  1. Identify the error: Thursday shows 80 and Friday shows 78 in the spreadsheet, but the actual scores are Thursday 78, Friday 80.
  2. Recognize the impact: the trend line will appear to dip on Friday instead of continuing upward, misrepresenting the student's actual progress.
  3. Correct the error: return to the spreadsheet, clear both cells, and re-enter Thursday = 78 and Friday = 80 in their proper columns.
  4. Verify by comparing the corrected spreadsheet against the original scored probe sheets before regenerating the graph.
Answer: The graph incorrectly shows a downward dip on Friday. Correct by swapping the values back to Thursday = 78 and Friday = 80, then regenerate the graph.
In class: Enter five days of simulated WCPM fluency probe scores and five days of math computation probe scores into a provided spreadsheet template; generate line graphs with a goal line and label axes correctly, troubleshooting any formula or formatting errors with peer support. · Compare two students' graphs side by side and write a comparative data note (one paragraph each) identifying trend (improving, flat, declining), current performance relative to goal, and one instructional recommendation for the teacher to consider. · Participate in a structured 'data meeting' role-play in which one student acts as the aide presenting data and another acts as the supervising teacher asking clarifying questions; debrief on professional language, accuracy, and appropriate role limits.
Materials: Simulated probe data sets (print and digital), spreadsheet software (Google Sheets or Excel), graph template, progress-monitoring graph examples, role-play debrief checklist
Check: Graphs are checked for accurate data entry, correct goal-line placement, and proper axis labeling (pass = zero data-entry errors and all required graph elements present); written data summaries are evaluated on a four-point rubric for accuracy, professional tone, and appropriate role boundaries (minimum 3/4).

Practice check8

Answer each question, then check it. Nothing is recorded; this is your own practice.

Literacy and numeracy support skills
1. A student reads 102 words in one minute and makes 5 errors. What is the correct WCPM score?
Instructional support and data literacy
2. On a progress-monitoring graph, the goal line represents:
Professional responsibilities and role limits
3. A paraprofessional reviews a student's five-day WCPM graph and notices scores are well below the goal line all week. The most appropriate action is to:
Instructional support and data literacy
4. Which of the following correctly describes a 'flat' trend on a progress-monitoring graph?
Legal and ethical responsibilities
5. Under FERPA, a paraprofessional may share a student's progress-monitoring data with:
Numeracy and data skills
6. A student's five math computation probe scores are 14, 15, 14, 16, and 16 digits correct. What is the mean score for the week?
Professional responsibilities and role limits
7. During a data meeting role-play, the supervising teacher asks the aide, 'Do you think this student has a learning disability?' The best response for the aide is:
Instructional support and data literacy
8. When creating a line graph of WCPM data in a spreadsheet, which axis should display the dates or session numbers?
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