1.2: Triangle Square Dance (25 minutes)

    Activity

     The purpose of this activity is for students to begin to observe and describe translations and rotations. In groups of 2, they describe one of 3 possible dances, presented in cartoon form, and the partner identifies which dance is being described. Identify students who use specific and detailed language to describe the dance and select them to share during class discussion.

     While students are not expected to use precise language yet, this activity both provides the intellectual need for agreeing upon common language and give students a chance to experiment with different ways of describing some moves in the plane (MP6).

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     Digital

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        Launch

         Arrange students in groups of 2, and give a copy of all 3 blackline masters to each group. Explain that each sheet is a cartoon with 6 frames showing the moves made by the dancing figures. Instruct students to place all three sheets face up, and tell them to take turns selecting a dance and describing it to their partner, without revealing which dance they have selected. The other student identifies which dance is being described. On a display, record language students use to describe the movement of shapes to later be grouped and connected to more formal language such as “rotation,” and “translation.” Give students 15 minutes to work in their groups followed by a whole-class discussion.

         If using the digital activity, ask students to close their devices. Distribute the blackline masters and review the rules of the game to make sure students understand the task. Give students around 10 minutes to play the game. After 10 minutes, invite students to open their devices and notice how the applets correspond to the three dances. Give students an additional 5 minutes to come to consensus about how to best describe the moves in their own words before a whole-class discussion.

          Representation: Provide Access for Perception.

         Display or provide students with a physical copy of the written directions and read them aloud. Check for understanding by inviting students to rephrase directions in their own words. Consider keeping the display of directions visible throughout the activity.

          Supports accessibility for: Language; Memory

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        Student Facing

         Your teacher will give you three pictures. Each shows a different set of dance moves.

           Arrange the three pictures so you and your partner can both see them right way up. Choose who will start the game.

             The starting player mentally chooses A, B, or C and describes the dance to the other player.

             The other player identifies which dance is being talked about: A, B, or C.

           After one round, trade roles. When you have described all three dances, come to an agreement on the words you use to describe the moves in each dance.

           With your partner, write a description of the moves in each dance.

         Dance A:

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"}'>

         Dance B:

         <div class="ggb-base-64-data" data-parameters='{"width":"600","height":"615","enableRightClick":false,"enableLabelDrags":false,"showAlgebraInput":false,"showResetIcon":true,"enableShiftDragZoom":false,"showMenuBar":false,"showToolBar":false,"allowStyleBar":false,"showFullscreenButton":true,"ggbBase64":"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"}'>

         Dance C:

         <div class="ggb-base-64-data" data-parameters='{"width":"600","height":"615","enableRightClick":false,"enableLabelDrags":false,"showAlgebraInput":false,"showResetIcon":true,"enableShiftDragZoom":false,"showMenuBar":false,"showToolBar":false,"allowStyleBar":false,"showFullscreenButton":true,"ggbBase64":"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        Student Response

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        Launch

         Arrange students in groups of 2, and give a copy of all 3 blackline masters to each group. Explain that each sheet is a cartoon with 6 frames showing the moves made by the dancing figures. Instruct students to place all three sheets face up, and tell them to take turns selecting a dance and describing it to their partner, without revealing which dance they have selected. The other student identifies which dance is being described. On a display, record language students use to describe the movement of shapes to later be grouped and connected to more formal language such as “rotation,” and “translation.” Give students 15 minutes to work in their groups followed by a whole-class discussion.

         If using the digital activity, ask students to close their devices. Distribute the blackline masters and review the rules of the game to make sure students understand the task. Give students around 10 minutes to play the game. After 10 minutes, invite students to open their devices and notice how the applets correspond to the three dances. Give students an additional 5 minutes to come to consensus about how to best describe the moves in their own words before a whole-class discussion.

          Representation: Provide Access for Perception.

         Display or provide students with a physical copy of the written directions and read them aloud. Check for understanding by inviting students to rephrase directions in their own words. Consider keeping the display of directions visible throughout the activity.

          Supports accessibility for: Language; Memory

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        Student Facing

         Your teacher will give you three pictures. Each shows a different set of dance moves.

           Arrange the three pictures so you and your partner can both see them right way up. Choose who will start the game.

             The starting player mentally chooses A, B, or C and describes the dance to the other player.

             The other player identifies which dance is being talked about: A, B, or C.

           After one round, trade roles. When you have described all three dances, come to an agreement on the words you use to describe the moves in each dance.

          With your partner, write a description of the moves in each dance.

        Student Response

        Teachers with a valid work email address can

         click here to register or sign in

        for free access to Student Response.

        <svg aria-hidden="true" class="im-c-icon im-c-icon--eye" height="22" viewbox="0 0 1200 1200" width="22">
         <path d="M1104,600q-99.75-154.87-250-231.66Q894,436.59,894,516q0,121.41-86.3,207.7T600,810q-121.41,0-207.7-86.3T306,516q0-79.41,40-147.66Q195.75,445.13,96,600q87.29,134.54,218.86,214.27T600,894q153.57,0,285.14-79.73T1104,600ZM631.5,348A31.38,31.38,0,0,0,600,316.5q-82,0-140.77,58.73T400.5,516a31.5,31.5,0,1,0,63,0q0-56.43,40-96.47t96.47-40A31.38,31.38,0,0,0,631.5,348ZM1188,600q0,22.32-13.12,45.28Q1083,796.22,927.8,887.11T600,978q-172.59,0-327.8-91.22T25.12,645.28Q12,622.32,12,600t13.12-45.28Q117,404.43,272.2,313.22T600,222q172.59,0,327.8,91.22t247.08,241.5Q1188,577.68,1188,600Z">
         </path>
        </svg>
        Student Facing

        Are you ready for more?

         We could think of each dance as a new dance by running it in reverse, starting in the 6th frame and working backwards to the first.

           Pick a dance and describe in words one of these reversed dances.

           How do the directions for running your dance in the forward direction and the reverse direction compare?

        Student Response

        Teachers with a valid work email address can

         click here to register or sign in

        for free access to Extension Student Response.

    Anticipated Misconceptions

     Some students may interpret directions like “left” and “right” different from how their partner intended it, depending on whether they are thinking from the point of view of an observer watching the dance or putting themselves in the dance and describing things in terms of the triangle’s left, right, up, and down. Watch for miscommunications like this, point out that neither perspective is wrong, and encourage students to be more precise in their language.

     Students often confuse or are unsure about the meaning of the terms clockwise and counterclockwise. Discuss with them (and demonstrate, if possible) how the hands on a clock rotate, emphasizing the direction of the rotation. Students may also be unsure of how to describe the amount of rotation. Consider asking a student who expresses angle measures in terms of degrees to explain how they see it.

    Activity Synthesis

     Select one student to share their description for each of the pages, and display the language you observed and recorded during the activity for the different types of moves. Arrange the words in two groups, those that describe translations and those that describe rotations (but do not use these terms). Come to agreement on a word for each type, and discuss what extra words are needed to specify the transformation exactly (e.g., move right, turn clockwise 90º).

     Consider asking students what they found most challenging about describing the dances: expected responses include being as precise as possible about the different motions (for example, describing whether the shape is rotating clockwise or counterclockwise). Also consider asking students if they were sometimes able to identify the dance before their partner finished describing

      all

     of the moves. All three dances begin by moving to the right, but in the second step, Dances A and B rotate 90 degrees clockwise while Dance C rotates 90 degrees counterclockwise. (So if the second move was to rotate 90 degrees counterclockwise, this must be Dance C.) Dances A and B diverge at slide 4.

      Representing: MLR8 Discussion Supports.

     To support student understanding of the language on the display, invite students to "act out" each of the different types of moves. Include diagrams or pictures on the display to provide students with a visual reminder of the meaning of each term. For example, draw arrows to help illustrate direction. Remind students to borrow language from the display as needed.

      Design Principle(s): Support sense-making

Activity
The purpose of this activity is for students to begin to observe and describe translations and rotations. In groups of 2, they describe one of 3 possible dances, presented in cartoon form, and the partner identifies which dance is being described. Identify students who use specific and detailed language to describe the dance and select them to share during class discussion.
While students are not expected to use precise language yet, this activity both provides the intellectual need for agreeing upon common language and give students a chance to experiment with different ways of describing some moves in the plane (MP6).
Digital
Launch
Arrange students in groups of 2, and give a copy of all 3 blackline masters to each group. Explain that each sheet is a cartoon with 6 frames showing the moves made by the dancing figures. Instruct students to place all three sheets face up, and tell them to take turns selecting a dance and describing it to their partner, without revealing which dance they have selected. The other student identifies which dance is being described. On a display, record language students use to describe the movement of shapes to later be grouped and connected to more formal language such as “rotation,” and “translation.” Give students 15 minutes to work in their groups followed by a whole-class discussion.
If using the digital activity, ask students to close their devices. Distribute the blackline masters and review the rules of the game to make sure students understand the task. Give students around 10 minutes to play the game. After 10 minutes, invite students to open their devices and notice how the applets correspond to the three dances. Give students an additional 5 minutes to come to consensus about how to best describe the moves in their own words before a whole-class discussion.
Representation: Provide Access for Perception.
Display or provide students with a physical copy of the written directions and read them aloud. Check for understanding by inviting students to rephrase directions in their own words. Consider keeping the display of directions visible throughout the activity.
Supports accessibility for: Language; Memory
Student Facing
Your teacher will give you three pictures. Each shows a different set of dance moves.
Arrange the three pictures so you and your partner can both see them right way up. Choose who will start the game.
The starting player mentally chooses A, B, or C and describes the dance to the other player.
The other player identifies which dance is being talked about: A, B, or C.
After one round, trade roles. When you have described all three dances, come to an agreement on the words you use to describe the moves in each dance.
With your partner, write a description of the moves in each dance.
Dance A:
Dance B:
Dance C:
Student Response
Teachers with a valid work email address can
click here to register or sign in
for free access to Student Response.
Print
Launch
Arrange students in groups of 2, and give a copy of all 3 blackline masters to each group. Explain that each sheet is a cartoon with 6 frames showing the moves made by the dancing figures. Instruct students to place all three sheets face up, and tell them to take turns selecting a dance and describing it to their partner, without revealing which dance they have selected. The other student identifies which dance is being described. On a display, record language students use to describe the movement of shapes to later be grouped and connected to more formal language such as “rotation,” and “translation.” Give students 15 minutes to work in their groups followed by a whole-class discussion.
If using the digital activity, ask students to close their devices. Distribute the blackline masters and review the rules of the game to make sure students understand the task. Give students around 10 minutes to play the game. After 10 minutes, invite students to open their devices and notice how the applets correspond to the three dances. Give students an additional 5 minutes to come to consensus about how to best describe the moves in their own words before a whole-class discussion.
Representation: Provide Access for Perception.
Display or provide students with a physical copy of the written directions and read them aloud. Check for understanding by inviting students to rephrase directions in their own words. Consider keeping the display of directions visible throughout the activity.
Supports accessibility for: Language; Memory
Student Facing
Your teacher will give you three pictures. Each shows a different set of dance moves.
Arrange the three pictures so you and your partner can both see them right way up. Choose who will start the game.
The starting player mentally chooses A, B, or C and describes the dance to the other player.
The other player identifies which dance is being talked about: A, B, or C.
After one round, trade roles. When you have described all three dances, come to an agreement on the words you use to describe the moves in each dance.
With your partner, write a description of the moves in each dance.
Student Response
Teachers with a valid work email address can
click here to register or sign in
for free access to Student Response.
Student Facing
Are you ready for more?
We could think of each dance as a new dance by running it in reverse, starting in the 6th frame and working backwards to the first.
Pick a dance and describe in words one of these reversed dances.
How do the directions for running your dance in the forward direction and the reverse direction compare?
Student Response
Teachers with a valid work email address can
click here to register or sign in
for free access to Extension Student Response.
Anticipated Misconceptions
Some students may interpret directions like “left” and “right” different from how their partner intended it, depending on whether they are thinking from the point of view of an observer watching the dance or putting themselves in the dance and describing things in terms of the triangle’s left, right, up, and down. Watch for miscommunications like this, point out that neither perspective is wrong, and encourage students to be more precise in their language.
Students often confuse or are unsure about the meaning of the terms clockwise and counterclockwise. Discuss with them (and demonstrate, if possible) how the hands on a clock rotate, emphasizing the direction of the rotation. Students may also be unsure of how to describe the amount of rotation. Consider asking a student who expresses angle measures in terms of degrees to explain how they see it.
Activity Synthesis
Select one student to share their description for each of the pages, and display the language you observed and recorded during the activity for the different types of moves. Arrange the words in two groups, those that describe translations and those that describe rotations (but do not use these terms). Come to agreement on a word for each type, and discuss what extra words are needed to specify the transformation exactly (e.g., move right, turn clockwise 90º).
Consider asking students what they found most challenging about describing the dances: expected responses include being as precise as possible about the different motions (for example, describing whether the shape is rotating clockwise or counterclockwise). Also consider asking students if they were sometimes able to identify the dance before their partner finished describing
all
of the moves. All three dances begin by moving to the right, but in the second step, Dances A and B rotate 90 degrees clockwise while Dance C rotates 90 degrees counterclockwise. (So if the second move was to rotate 90 degrees counterclockwise, this must be Dance C.) Dances A and B diverge at slide 4.
Representing: MLR8 Discussion Supports.
To support student understanding of the language on the display, invite students to "act out" each of the different types of moves. Include diagrams or pictures on the display to provide students with a visual reminder of the meaning of each term. For example, draw arrows to help illustrate direction. Remind students to borrow language from the display as needed.
Design Principle(s): Support sense-making