SVHS Website Header

My Cart

CCRA.SL.5Common CoreELAAnchor StandardsSpeaking and ListeningGrades 6-12

CCRA.SL.5: Strategic Use of Digital Media and Data Displays

In plain English: CCRA.SL.5 is the Common Core College and Career Readiness anchor standard for speaking and listening that asks students to make strategic use of digital media and visual displays of data, choosing each chart, image or other element because it expresses information and helps listeners understand a presentation. In grades 6-12 it is carried by SL.6.5 through SL.11-12.5.

Make strategic use of digital media and visual displays of data to express information and enhance understanding of presentations.

Common Core State Standards for English Language Arts & Literacy · Domain: College and Career Readiness Anchor Standards for Speaking and Listening · Cluster: Presentation of Knowledge and Ideas
Also written as CCSS.ELA-Literacy.CCRA.SL.5 · Official standard

01

Lesson Plan

55-60 min

Overview

CCRA.SL.5 asks presenters to use digital media and visual displays of data strategically: each chart, image, sound or slide should be there because it expresses information or helps listeners understand the talk. The standard is not a call for more slides or more effects. A plain chart with a clear title, introduced by a speaker who says what it shows, meets it better than a screen full of animation.

This page teaches the anchor as a progression for grades 6-12, from including graphics and sound to clarify information in grade 6 to choosing among textual, graphical, audio, visual and interactive elements in grades 9-12. The texts are the opening of Willard C. Brinton's 1914 handbook Graphic Methods for Presenting Facts, two original model presentations with slide outlines (their charts are drawn to scale in Diagrams 1 and 2), a deliberately weak slide plan for revision and an invented data set for homework. Every activity has a grades 6-8 version and a grades 9-12 version, and no particular software is required.

Learning Objectives

By the end of this lesson, students will be able to:

  • Choose a visual display that fits the job, such as a bar chart to compare, a line graph to show change over time or a scatter plot to show a relationship
  • Design a data display that expresses its information honestly, with a takeaway title, clear labels and a zero baseline for bar charts
  • Plan what to say as each display appears so that it enhances understanding of the talk instead of competing with it
  • Evaluate whether an image, sound, video or interactive element serves the audience and purpose, and cut elements that do not
  • Explain how media choices support a presentation's findings, reasoning and evidence (grades 9-12)

Prior Knowledge Required

Students should already be comfortable with:

  • Presenting findings in a clear order CCRA.SL.4
  • Integrating information from charts and text CCRA.R.7
  • Reading bar charts, line graphs and tables
  • Computing simple differences and averages

Lesson Procedure

55-60 minutes of class time across 5 phases.

  1. Warm-Up5 minutes

    Warm-Up Prompt

    "Listen without writing anything down. A class counted butterflies on eight Saturdays and got 6, 9, 15, 22, 38, 51, 27 and 11. Now answer from memory: Which Saturday had the most? Did the counts rise steadily, fall steadily, or do something else? How sure are you?"

    Read the numbers once, at an ordinary pace. Many students remember the largest number but not where it came, and few can describe the shape of the season. Then show Diagram 1. The pattern (a climb to a peak, then a drop) is visible at once. Ask what changed: the facts did not, only the way they reached the audience. CCRA.SL.5 asks speakers to make that kind of choice on purpose.

  2. Direct Instruction15-20 minutes

    Terms for the lesson.

    • Digital media: any element a presenter adds with a computer or projector: text on a slide, images, charts, audio, video, animation or interactive pieces such as a map listeners can explore.
    • Visual display of data: a chart, graph, table, map or diagram that shows numbers or other information.
    • Strategic: chosen for a reason that serves the talk's purpose and audience. Each element should earn its place by expressing information or helping listeners understand.
    • Takeaway title: a slide title that states what the display shows ("Sightings peaked in early September") rather than only its topic ("Sightings").
    • Baseline: the value where a chart's vertical axis begins. For bar charts it should be zero, so bar heights stay in true proportion.
    • Direct label: a label placed right beside the line or bar it names, instead of in a separate legend.

    Two jobs, one standard. A display can express information, putting a pattern or a number in front of listeners, and it can enhance understanding of the talk: point the eye to what matters, make reasoning visible, or let listeners check the evidence. Strategic use means deciding which jobs each element does and cutting the elements that do neither. The tools do not matter: the same choices apply to slide software, a whiteboard or a printed handout.

    How the anchor grows. In grade 6, students include graphics, images and sound to clarify information. By grade 8 they integrate displays so that they strengthen claims and evidence. In grades 9-12 the word becomes strategic: students choose among textual, graphical, audio, visual and interactive elements for what each does to listeners' understanding of findings, reasoning and evidence. The table lists every grade-level standard that carries CCRA.SL.5.

    Progression of CCRA.SL.5 in grades 6-12
    Grade-level standardBandWhat this band adds
    SL.6.5Grade 6Include multimedia components (for example graphics, images, music, sound) and visual displays in presentations to clarify information
    SL.7.5Grade 7Include multimedia and visual displays to clarify claims and findings and to emphasize the most important points
    SL.8.5Grade 8Integrate multimedia and visual displays into the talk to clarify information, strengthen claims and evidence, and add interest
    SL.9-10.5Grades 9-10Make strategic use of digital media (textual, graphical, audio, visual and interactive elements) to enhance understanding of findings, reasoning and evidence and to add interest
    SL.11-12.5Grades 11-12The same wording as grades 9-10, applied to more complex findings, reasoning and evidence
    Matching the display to the job (a starting guide, not a rule)
    If the job is to ...A display that often worksWatch out for
    Compare amounts across a few categoriesBar chart, with the axis starting at zeroToo many bars, or an axis that starts above zero
    Show change over timeLine graph, with time running left to rightComparing different seasons or uneven time steps
    Show a relationship between two measurementsScatter plot, one dot per caseImplying that one thing causes the other
    Show the parts of one wholeOne stacked bar, or a pie with very few slicesPie charts of data that are not parts of a whole
    Give exact values so listeners can checkA small table, often on a printed copyReading a whole table aloud
    Make one number stickThe number alone in large type, with a short labelA number with no comparison or unit
    Show what something looks or sounds likeA photograph, diagram, short video or audio clipMedia that are decorative, inaccurate or play over the speaker

    A model from 1914. Willard C. Brinton was an American engineer. In 1914 he published Graphic Methods for Presenting Facts, one of the first American handbooks on charts for business and public reports. This excerpt opens the first chapter and argues that collecting facts is only half of the work. A few terms: a proposition is a proposal or plan; fallacious means mistaken; an edifice is a large building; a phonograph was an early record player; deductions are conclusions a person reasons out. The paragraphs are numbered; nothing is cut inside this excerpt.

    AFTER a person has collected data and studied a proposition with great care so that his own mind is made up as to the best solution for the problem, he is apt to feel that his work is about completed. Usually, however, when his own mind is made up, his task is only half done. The larger and more difficult part of the work is to convince the minds of others that the proposed solution is the best one—that all the recommendations are really necessary. Time after time it happens that some ignorant or presumptuous member of a committee or a board of directors will upset the carefully-thought-out plan of a man who knows the facts, simply because the man with the facts cannot present his facts readily enough to overcome the opposition. It is often with impotent exasperation that a person having the knowledge sees some fallacious conclusion accepted, or some wrong policy adopted, just because known facts cannot be marshalled and presented in such manner as to be effective.

    Millions of dollars yearly are spent in the collection of data, with the fond expectation that the data will automatically cause the correction of the conditions studied. Though accurate data and real facts are valuable, when it comes to getting results the manner of presentation is ordinarily more important than the facts themselves. The foundation of an edifice is of vast importance. Still, it is not the foundation but the structure built upon the foundation which gives the result for which the whole work was planned. As the cathedral is to its foundation so is an effective presentation of facts to the data.

    We daily see facts presented in the hope of creating interest and action for some really worthy piece of work to benefit the people as a whole. In many of these cases the attitude of the person presenting the matter seems to be that the facts will speak for themselves and that they need little or no assistance. Ordinarily, facts do not speak for themselves. When they do speak for themselves, the wrong conclusions are often drawn from them. Unless the facts are presented in a clear and interesting manner, they are about as effective as a phonograph record with the phonograph missing.

    If it were more generally realized how much depends upon the method of presenting facts, as compared with the facts themselves, there would be a great increase in the use of the graphic methods of presentation. Unlimited numbers of reports, magazines, and newspapers are now giving us reams of quantitative facts. If the facts were put in graphic form, not only would there be a great saving in the time of the readers but there would be infinite gain to society, because more facts could be absorbed and with less danger of misinterpretation. Graphic methods usually require no more space than is needed if the facts are presented in the form of words. In many cases, the graphic method requires less space than is required for words and there is, besides, the great advantage that with graphic methods facts are presented so that the reader may make deductions of his own, while when words are used the reader must usually accept the ready-made conclusions handed to him.

    Willard C. Brinton, Graphic Methods for Presenting Facts, chapter I, "Component Parts" (excerpt: the first four paragraphs of the chapter, with nothing cut) (1914; this edition 1919). Public domain (published 1919). Source text.
    • A display needs a speaker

      Brinton writes in paragraph 3, "Ordinarily, facts do not speak for themselves." What does this mean for a student who puts a chart on the screen?

      Result: The speaker has to say what the chart shows and why it matters. Model A does this: after the chart appears, the speaker says, "Look at the dark bar," and then gives the count. A chart shown in silence leaves each listener to find a pattern alone, and Brinton warns that "the wrong conclusions are often drawn" when that happens.

    • The audience is the person who must decide

      In paragraph 1, Brinton says that when a person's own mind is made up, "his task is only half done." Who is the other half of the task for?

      Result: It is for the people who must accept the plan: "the minds of others," such as "a committee or a board of directors." For a presenter, the display is chosen for those listeners and what they must decide. Model A's volunteers must pick a week for Monarch Day, so the slide that ends the talk names the week.

    • Make the display carry the point

      Look at Diagram 1, Model A's Slide 2. Name three choices that help the chart express its information.

      Result: First, the title states the takeaway, "Monarch sightings peaked in the week of September 8," so listeners know what to look for. Second, only the peak bar is dark, which draws the eye there. Third, each bar has its number on top, so no one has to estimate from the axis. Each choice serves the talk's one question: when do the monarchs stop here most?

    • Reveal the evidence in the order of the reasoning

      In Model B, the line graph appears in two steps: first the dashed line for the year before meters, then the solid line for the year after. Why build the graph this way?

      Result: The speaker first wants listeners to notice the normal summer rise ("Notice that it rises in July"). Only then does the second line appear, so listeners compare it with a pattern they already understand. Showing both lines at once would ask them to read two patterns while the speaker is still explaining the first.

  3. Guided Practice15 minutes

    Two presentations, two sets of slides. Both scripts were written for this lesson; the meadow, the town, the people and all numbers are invented. Each script includes its slide outline in square brackets, and Diagrams 1 and 2 draw the two charts to scale. Model A is a seventh grader's talk to a meadow's volunteer group. Model B is a twelfth grader's talk at a public meeting of a town water board.

    [Slide 1: the title "The Monarchs of Willow Meadow" and one photograph: a monarch butterfly, orange with black veins, feeding on a milkweed flower.]

    Good morning. This is a monarch butterfly on milkweed, the plant monarch caterpillars eat. Every fall, monarchs from our region fly south to central Mexico, and many stop in Willow Meadow on the way. Our class wanted to know when they stop here most, so the volunteers can plan Monarch Day for next year.

    [Slide 2: a bar chart titled "Monarch sightings peaked in the week of September 8." One bar for each Saturday walk, from August 4 to September 22. The tallest bar is dark blue; the others are light blue. Each bar has its number on top.]

    Every Saturday for eight weeks, we walked the same path for 30 minutes and counted every monarch we saw. Look at the dark bar. On September 8 we counted 51 monarchs, more than on any other walk. The week before, 38. The week after, the count fell to 27.

    [Slide 3: one sentence in large type: "Best week for Monarch Day: the second week of September." Under it, a small line: "Based on 8 walks in one year."]

    So here is our recommendation. Hold Monarch Day in the second week of September. The small line at the bottom is there on purpose: this is one year of counts, so it would help to count again next year and check.

    Thank you. I'll leave the chart up while you ask questions.

    SVHS (original model presentation; invented people and data), Model Presentation A: The Monarchs of Willow Meadow (a seventh grader's talk with its slide outline, for the meadow's volunteer group; written for this page, and the meadow, people and counts are invented). Original passage written for this page.

    [Slide 1: the question "Did water meters lower household water use in Marlow?" on a plain background. No images.]

    Good evening. Two years ago the board asked our statistics class to answer one question once the new meters had been in for a full year. Here is what the records show.

    [Slide 2: a line graph of average gallons used per household per day, measured in January, April, July and October. At first only one dashed line appears: the year before meters. Then a solid line appears for the year after meters. Both lines are labeled directly at their ends, and the vertical axis starts at zero.]

    The dashed line is the year before meters. Notice that it rises in July, when people water lawns. Now the solid line, the year after. It sits below the dashed line in every one of the four months, and the gap is widest in July: 300 gallons a day before, 245 after.

    I chose a line graph because the question is about change across the year, and I put both years on the same months so that you compare July with July, not July with January. Comparing different seasons would make the drop look larger or smaller than it really is.

    [Slide 3: one large number, "40 gallons less," and the line "average per household per day: 240 before, 200 after."]

    On average, households used about 40 gallons a day less, roughly one sixth. Could the weather explain it? The town recorded 9.1 inches of rain from June through August before the meters and 9.4 inches after, so the summers were nearly the same.

    [Slide 4: the exact monthly numbers in a small table. Printed copies are on the table by the door.]

    The exact numbers are in the table and on the printed copies, so you can check my reading of the graph. I am glad to take questions.

    SVHS (original model presentation; invented town and data), Model Presentation B: Did Water Meters Change Marlow? (a twelfth grader's talk with its slide outline, at a public meeting of a town water board; written for this page, and the town, people and numbers are invented). Original passage written for this page.
    Slide audit (students fill in the empty cells for each slide)
    SlideWhat it showsJob: express information, enhance understanding, or bothWould the talk be weaker without it? Why?
    Model A, Slide 1Students fill inStudents fill inStudents fill in
    Model A, Slide 2Students fill inStudents fill inStudents fill in
    Model A, Slide 3Students fill inStudents fill inStudents fill in
    Model B, Slide 2Students fill inStudents fill inStudents fill in
    Model B, Slide 3Students fill inStudents fill inStudents fill in
    Model B, Slide 4Students fill inStudents fill inStudents fill in
    1. Audit the slides. Grades 6-8 complete the Model A rows; grades 9-12 complete all six rows. Pairs must point to a sentence in the script for each answer.
    2. Speaker and screen. Ask: "Find a place where the speaker tells listeners where to look." Teacher note: Model A says "Look at the dark bar"; Model B says "The dashed line is the year before meters."
    3. What is missing on purpose. Ask: "Model B's first slide has no image. Is that a weakness?" Accept reasoned answers; one strong answer is that a question on a plain slide keeps attention on the question.
    4. Grades 9-12 discussion. Ask: "Model B could have used an animated chart in which the lines draw themselves while music plays. Would that be more strategic?" Steer the discussion to what each element would do for a board deciding about meters.
  4. Independent Practice15 minutes

    Redesign a weak plan. The slide outline below was written for this lesson as a deliberately weak example. It uses the same invented counts as Model A. Students redesign it on paper slide frames; no software is needed.

    Slide 1: Title "Butterflies!!!" spins in from the corner. A song plays for 20 seconds while the title spins.

    Slide 2: A paragraph of 70 words about monarch migration, in small type, filling the slide. Speaker note: read the paragraph out loud.

    Slide 3: A 3-D pie chart with eight slices, one for each Saturday walk, each slice a different color. A legend lists the eight dates. No numbers are shown.

    Slide 4: A bar chart of the eight counts. To make the chart look more dramatic, the vertical axis starts at 30 instead of 0. The weeks with fewer than 30 sightings do not show a bar at all.

    Slide 5: A photograph of a painted lady butterfly, found online, with the caption "Monarch."

    Speaker note for the end: "I'll just let the charts speak for themselves."

    SVHS (original weak slide outline for revision; invented data), Weak Slide Outline: Butterflies!!! (a rough first plan for the same monarch counts as Model A; written for this page, and deliberately weak). Original passage written for this page.
    • Grades 6-8: Replace the five slides with three or four. For each new slide, sketch it on a paper frame and write one sentence saying what it shows and why the volunteers need it. Keep at least one image and one chart, and make sure each is accurate.
    • Grades 9-12: Redesign the plan, then write the one or two sentences the speaker will say as each slide appears. Decide whether any sound, video or interactive element would help this audience, and justify the decision in two sentences either way.

    Teacher note: Model A and Diagram 1 show one strong version, so collect the redesigns before students compare. Credit any design whose choices serve the volunteers' question.

  5. Closure5 minutes

    Exit ticket: Name one element you cut from the weak plan and one you added, and write one sentence for each explaining what it does or did for the audience.

    Teacher note on the 1914 text: Brinton wrote for readers of printed reports, and his language reflects his time: the person with the facts is always "a man" or "he," as in "a man who knows the facts." Point out that his argument applies to every presenter. Two pages after this excerpt, the chapter prints a table of world population by "race," using categories of that period; it is not reproduced on this page.

    For homework: students use the data set below. It was written for this lesson; the pool, the parks department and the numbers are invented.

    Question from the city parks department: On which days should the Eastside Pool schedule a fourth lifeguard? The department adds one when it expects more than 200 swimmers in a day.

    Data: The pool staff recorded the day's high temperature and the number of swimmers on 11 weekdays in July.

    72 degrees Fahrenheit, 91 swimmers. 75 degrees, 98 swimmers. 78 degrees, 142 swimmers. 80 degrees, 137 swimmers. 83 degrees, 181 swimmers. 85 degrees, 169 swimmers. 86 degrees, 64 swimmers. 88 degrees, 229 swimmers. 90 degrees, 251 swimmers. 93 degrees, 262 swimmers. 95 degrees, 308 swimmers.

    Staff note: On the 86-degree day, a thunderstorm closed the pool at 2 p.m.

    Audience for the presentation: the parks department's scheduling committee, which meets for 15 minutes and will make the decision that day. The committee has asked for one recommendation and the evidence for it.

    SVHS (original data set; invented pool and data), Homework Data Set: Swimmers and Daily High Temperature at the Eastside Pool (written for this page; the pool, the department and all numbers are invented). Original passage written for this page.

Differentiation Strategies

For Struggling Students

  • Give the slide audit with the first row filled in, so students see what a complete row looks like
  • For the redesign, give three paper frames already labeled "Picture," "Chart" and "Our recommendation"
  • Pre-teach five words from the 1914 text: proposition (plan), fallacious (mistaken), edifice (large building), phonograph (early record player), deductions (conclusions a person reasons out)

For Advanced Students

  • Have students redraw Diagram 2 as a bar chart and argue which version better serves the water board
  • Ask students to design a printed one-page handout for Model B that a board member could read after the meeting
  • Ask students to write Brinton a short reply explaining one way digital media have made his point easier or harder to follow

Assessment Guidance

What to Look For

Strong work starts from the audience's question: students can say what each display or media element does for the listener, and they cut what does nothing. Look for takeaway titles, accurate labels and scales, a zero baseline on bar charts, and speaker lines that tell listeners where to look. Watch for decoration (music, animation, unrelated images), slides read aloud word for word, and charts that suit the data poorly. In grades 9-12, look for media chosen to make reasoning and evidence visible, and for a stated reason when a student decides against an element.

02

Classroom Activities

3 Activities

1

Match the Display to the Job

15 minPairs

Pairs match six presentation situations to six kinds of display, then defend each match. The sort builds the habit of choosing a display for what it must do, not for how it looks.

The 6 Situation Cards (invented)

  1. A student council talk comparing how many students chose each of four field trip destinations
  2. A science club talk showing how the depth of a pond changed every month for two years
  3. A history talk showing where five old mills stood along a river
  4. A health class talk asking whether students who sleep more also score higher on a reaction-time game, with one dot per student
  5. A talk to the principal giving the exact cost of each of six items in a budget, so she can check the total
  6. A talk that needs one number to stick: the school collected 1,240 cans of food

The 6 Display Cards

  1. Line graph
  2. Large single number with a label
  3. Bar chart
  4. Table on a printed copy
  5. Map
  6. Scatter plot

Teacher key: 1-C, 2-A, 3-E, 4-F, 5-D, 6-B.

Grades 6-8 Version

  • Pairs match the cards and write one sentence per match: "This display fits because the job is to ..."
  • For one situation, they name a display that would be a poor choice and say why

Grades 9-12 Version

  • Pairs match the cards, then choose one situation where a second display would add something (for example, a map plus a photograph of one mill) and explain what each element contributes
  • For situation 4, they write the one sentence a speaker should say so that listeners do not read the scatter plot as proof that sleep causes faster reactions

Discussion Questions

  • Which situation could work with more than one kind of display? What would decide between them?
  • Which match was hardest, and what made it hard?
  • When is a table better than a chart?
2

Slide Makeover Studio

20 minGroups of 3

Groups take a talk with no slides and plan its media from scratch on paper frames, then present one slide to another group, which audits it with the slide audit questions from Guided Practice. Presentations are given live in class.

The Talk (invented facts for practice)

The school's old bell tower clock has been stopped for ten years. A repair would cost $3,800. Over three months, the parent group raised $2,150 at bake sales and $900 from a craft fair. The goal is to start the clock again for the school's 100th anniversary next spring. Audience: the parent group at its monthly meeting.

Grades 6-8 Version

  • Plan three slides: one image, one display of the money raised so far against the goal, and one closing slide
  • Describe the image in words on the frame (what it shows and why it helps)
  • Write a takeaway title for the money display and check that your numbers add up

Grades 9-12 Version

  • Plan four slides, including a display that shows how much of the goal remains, and choose its form from the display table
  • Decide whether a 5-second audio clip of the clock's chime, recorded before it stopped, would help this audience, and where in the talk it would go; justify the decision
  • Write the speaker's line for each slide

Discussion Questions

  • Which of your slides would the parent group miss most if it were cut?
  • Did the group that audited your slide read the display the way you meant? What did they misread?
  • Where did you choose words on the slide, and where did you leave the words to the speaker?
3

Honest Axis Check

15 minIndividual, then pairs

Students draw the September 1 and September 8 bars from the monarch counts twice, once with the axis starting at 0 and once starting at 30 as in the weak plan, and measure what the second version does to the comparison.

The Numbers

September 1: 38 monarchs. September 8: 51 monarchs. Use a scale of 1 square of graph paper for every 2 monarchs.

Grades 6-8 Version

  • Draw both bars with the axis starting at 0, then again with the axis starting at 30
  • Count the squares in each bar and write which drawing makes September 1 look smaller compared with September 8
  • Write one sentence to a classmate explaining why bar charts should start at 0

Grades 9-12 Version

  • Draw both versions, then compute the ratio of the two bar heights in each drawing and compare each ratio with the true ratio of the counts
  • Explain what happens to the four August counts in the axis-at-30 version, and why that matters for the volunteers' question
  • Write a one-sentence rule for when a line graph may start above zero and a bar chart may not

Discussion Questions

  • Could a truncated axis ever be an honest mistake? How would a listener know?
  • What should a listener do when a chart's axis does not start at zero?
  • Why do bar charts need a zero baseline more than line graphs do?

03

Diagrams & Visual Aids

2 diagrams

Diagram 1: Model A's Slide 2, Drawn to Scale

Monarch sightings peaked in the week of September 8 Monarchs counted on each Saturday walk, Willow Meadow (invented data) 0 10 20 30 40 50 60 6 Aug 4 9 Aug 11 15 Aug 18 22 Aug 25 38 Sep 1 51 Sep 8 27 Sep 15 11 Sep 22 Monarchs counted Date of the Saturday walk (30 minutes on the same path each time)
The chart Model A shows on Slide 2. The title states the takeaway, one bar is darkened to draw the eye to it, every bar carries its number, and the vertical axis starts at zero, so each bar's height is in true proportion to its count. The counts are invented for this lesson.

Diagram 2: Model B's Slide 2, Drawn to Scale

Households used less water in every season after meters Average gallons per household per day, town of Marlow (invented data) 0 50 100 150 200 250 300 350 January April July October 210 180 220 185 300 245 230 190 Before meters After meters Gallons per household per day Month of the reading (the same four months in each year)
The line graph Model B builds on Slide 2. The dashed line (the year before meters) appears first, then the solid line (the year after). Both years use the same four months, the lines are labeled at their ends instead of in a legend, and the dash pattern tells the lines apart without relying on color. The numbers are invented for this lesson.

04

Homework Assignment

~30 min

CCRA.SL.5 Homework: Show the Pool Data

Directions: Use the Eastside Pool data set at the end of the lesson plan (in Closure). Its paragraphs are numbered 1-5. Work on paper or with any graphing or slide tool you have; no particular software is required. Problem 4 has a grades 6-8 version and a grades 9-12 version; answer the one for your grade.

Part 1: Choose and Draw (Problems 1-2)

  1. Choose the kind of display that best shows how the number of swimmers relates to the day's high temperature. Explain your choice, and name one kind of display that would be a poor choice for these data and why.
  2. Draw your display on graph paper, with labeled axes and a title. Mark the 200-swimmer level that matters to the department. Decide how you will show the 86-degree day, and explain your decision using paragraph 4.

Part 2: Plan the Talk (Problems 3-4)

  1. Write a takeaway title for your display and plan one more slide for your recommendation. Describe what is on that second slide and why the committee needs it.
  2. Grades 6-8: Write the script lines (80-120 words) you will say while your display is on the screen, telling the committee where to look and what it shows. Grades 9-12: Write a two-minute script (200-280 words) that introduces each slide, states a recommendation, handles the 86-degree day fairly and says what these 11 days cannot show.

Part 3: Check the Choices (Problems 5-6)

  1. Describe one way someone could make a misleading display of these same data, and explain how your display avoids it.
  2. The committee meets for only 15 minutes (paragraph 5). Name one element you decided not to include, such as an image, a sound or extra text, and explain why leaving it out serves this audience.

Rubric

CriterionFull Credit (2 pts)Partial Credit (1 pt)No Credit (0 pts)
Choice of DisplayThe display fits the job (a relationship between two measurements), and the choice is explainedThe display works but the reason is unclear, or a weaker display is well explainedThe display does not fit the data
Accuracy and HonestyAll points plotted correctly, axes labeled with units, the storm day handled openlyMinor plotting or labeling errorsWrong values, missing labels or a misleading scale
Integration with the TalkScript tells listeners where to look and links the display to the recommendationScript mentions the display without guiding the listenerDisplay and talk are unconnected
Strategic SelectionEvery element serves the committee, and an omission is justifiedMost elements serve the committeeDecorative or distracting elements remain

05

Quiz: 20 Questions

Interactive, with answers

Instructions

Questions 2-6 and 16 use the excerpt from Brinton's handbook (Direct Instruction). Questions 7-12, 17 and 20 use Models A and B and their charts, Diagrams 1 and 2 (Guided Practice), and Questions 13, 14 and 18 use the weak slide outline (Independent Practice). Questions 1, 15 and 19 include everything they need. Your score updates as you answer, and Reset quiz clears everything.

Multiple choice: pick an option to check it. Short answer: write your answer, then reveal the model answer.

0 of 20 answered · 0 correct

  1. Question 1 of 20 · Multiple Choice

    Which description best fits a strategic use of digital media in a presentation?

  2. Question 2 of 20 · Multiple Choice

    In paragraph 1, why does Brinton say a careful plan can be upset by "some ignorant or presumptuous member of a committee"?

  3. Question 3 of 20 · Multiple Choice

    In paragraph 2, Brinton writes, "As the cathedral is to its foundation so is an effective presentation of facts to the data." What does the comparison mean?

  4. Question 4 of 20 · Multiple Choice

    At the end of paragraph 3, Brinton compares facts presented poorly to "a phonograph record with the phonograph missing." What is his point?

  5. Question 5 of 20 · Multiple Choice

    Brinton writes that when facts "do speak for themselves, the wrong conclusions are often drawn from them" (paragraph 3). What does this suggest a presenter should do with a chart?

  6. Question 6 of 20 · Multiple Choice

    In paragraph 4, which advantage does Brinton claim graphic methods have over words?

  7. Question 7 of 20 · Multiple Choice

    Model A's Slide 1 shows one photograph: a monarch feeding on milkweed. Which job does it do best for the volunteers?

  8. Question 8 of 20 · Multiple Choice

    Model A's Slide 3 adds a small line: "Based on 8 walks in one year." Why is this a strategic addition?

  9. Question 9 of 20 · Multiple Choice

    Using Diagram 1, how many more monarchs were counted on September 8 than on September 15?

  10. Question 10 of 20 · Multiple Choice

    Model B's Slide 3 shows only "40 gallons less" in large type with one short line under it. Why does this slide suit the board?

  11. Question 11 of 20 · Multiple Choice

    Model B ends with a table of exact numbers and printed copies by the door. Which purpose does this serve?

  12. Question 12 of 20 · Multiple Choice

    According to Model B, why does the speaker put both years on the same four months?

  13. Question 13 of 20 · Multiple Choice

    Why is the 3-D pie chart on Slide 3 of the weak outline a poor choice for the monarch counts?

  14. Question 14 of 20 · Multiple Choice

    What is the most serious problem with Slide 5 of the weak outline?

  15. Question 15 of 20 · Multiple Choice

    A student presenting the history of a town's fire bell has a 5-second recording of the bell made in 1928. When would playing it be most strategic?

  16. Question 16 of 20 · Short Answer

    Brinton wrote about printed reports, not spoken talks. Explain one way his argument in paragraph 4 applies even more strongly to a listener than to a reader, and give one example of what a presenter should do about it.

  17. Question 17 of 20 · Short Answer

    Use Diagram 2. In which month is the gap between the two lines widest, and by how many gallons? Explain why the speaker points listeners to that month.

  18. Question 18 of 20 · Short Answer

    Slide 2 of the weak outline is a 70-word paragraph that the speaker reads aloud. Describe a better slide for that point and write the one or two sentences the speaker would say while it is on the screen.

  19. Question 19 of 20 · Short Answer

    A club wants to show (a) how many members it has in each of grades 9, 10, 11 and 12 this year and (b) how its total membership changed over the last five years. Name the display you would use for each and explain why.

  20. Question 20 of 20 · Short Answer

    Name one element of Model A's slides that mainly expresses information and one that mainly enhances understanding of the talk. Explain the difference between those two jobs.

0 of 20 answered · 0 correct

06

Frequently Asked Questions

10 Questions

What does CCRA.SL.5 mean?

It means students should choose digital media and visual displays of data on purpose, so that each one expresses information or helps listeners understand the presentation. A chart, image, sound or slide earns its place by what it does for the audience, not by how it looks.

What does "strategic use" of digital media mean in CCRA.SL.5?

It means each element is chosen for a reason tied to the talk's purpose and audience. A strategic presenter can say what every display does (show a pattern, make one number stick, let listeners check the evidence) and leaves out elements that only decorate.

How does CCRA.SL.5 change from grade 6 to grade 12?

It moves from including media to choosing it. SL.6.5 asks students to include multimedia components and visual displays to clarify information. SL.7.5 adds emphasizing the most important points, and SL.8.5 asks students to integrate media so it strengthens claims and evidence and adds interest. SL.9-10.5 and SL.11-12.5 ask for strategic use of textual, graphical, audio, visual and interactive elements to enhance understanding of findings, reasoning and evidence.

Do students need special software to meet this standard?

No. The standard names no tools, and the choices it asks for are the same with slide software, a whiteboard, a poster or a printed handout. This page's activities are done on paper, and the homework accepts any graphing or slide tool a student has.

Which chart should students use for which kind of data?

A useful starting guide: bar charts compare amounts across categories, line graphs show change over time, scatter plots show a relationship between two measurements, maps show where, and tables give exact values. The display table in Direct Instruction lists these with common mistakes to watch for.

Why should a bar chart start at zero?

Because listeners compare bar heights. If the axis starts above zero, a small difference can look large and small values can vanish, as in the weak plan's Slide 4, where every count below 30 disappears. Line graphs are read by their slope and position, so their axes may start elsewhere if the scale is clearly labeled.

Is it a problem if a student reads the slides aloud?

Usually, yes. When the slide holds the speaker's whole script, listeners read and listen at the same time and follow neither well. A stronger slide shows a display or a short line, and the speaker supplies the explanation.

How is CCRA.SL.5 different from CCRA.SL.4?

CCRA.SL.4 is about the talk itself: its line of reasoning, organization and style. CCRA.SL.5 is about the media and displays that support it. A strong presentation meets both, and the displays work best when they follow the talk's line of reasoning.

How is the use of media in presentations assessed?

Teachers usually score whether each display fits the data and the job, whether it is accurate and honestly scaled, and whether the speaker integrates it by telling listeners what to look at. The homework rubric on this page scores the choice of display, accuracy and honesty, integration with the talk, and strategic selection.

How can parents help with presentation slides at home?

Look at one slide for five seconds, then look away and say what you remember. If you remember the point, the slide works. You can also ask the student, for each image or chart, "What does this one do for your audience?"