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    Daily lesson plan

    Day 3 · Wednesday

    Week 6 · Foundations: Place Value, Stories, Forces & Communities

    See what your state adds or places differently

    Suggested daily schedule
    8:30–8:45 AM15 minMorning Circle / Read-Aloud / Calendar
    8:45–10:00 AM75 minEnglish Language Arts
    10:00–11:00 AM60 minMathematics
    11:00–11:15 AM15 minSnack and Movement Break
    11:15–12:00 PM30–45 minScience (every day)
    12:00–12:45 PM30–45 minSocial Studies (every day)
    12:45–1:30 PM45 minLunch and Choice Time
    1:30–2:15 PM45 minSpecials: PE / Art / Music (rotating)
    2:15–2:45 PM30 minIndependent Reading & Journaling

    Social Studies

    Objective: I can explain how Native nations gained and shared deep knowledge of their land over many generations.

    Standards: D2.Geo.4.3-5, D2.His.2.3-5

    Builds on: Needs Day 2, when your child linked homes and foods to the land. One-minute check: ask, "What three crops do Haudenosaunee people call the Three Sisters?" (Corn, beans and squash.)

    New words:
    • elder – an older person who is respected for what they know and teach
    • generation – the people in a family or nation who are about the same age, such as grandparents, parents or children

    Materials: Notebook, Pencil, 1 paper plate, Crayons, A plant or tree near your home

    1. Day 28 — Knowledge of the Land — Big Question Warm-Up · 5 min

      Spaced review from Week 4. Ask: "'Our springs are usually cool and rainy.' Is that weather or climate?" (Climate.) Then ask the day's wonder: "How did you learn to ride a bike or cook? Who taught you? How would you learn with no books?"

    2. Mini-Lesson · 10–15 min

      Say: "Native nations have lived on their lands for thousands of years. Over that time they learned the land very well." Hold up three fingers. Say: "They learned by watching closely, by testing what works, and by teaching each new generation." Say: "This is careful knowledge. People learned which plants are food or medicine. They learned when animals move and when to plant." Say: "Elders pass this knowledge on. They use stories, songs and hands-on practice. Children learn by helping." Say: "This knowledge is used today. Many Native nations have scientists and land managers. They care for forests, rivers, fish and wildlife." Ask: "Name the three ways the knowledge grew." (Watching, testing and teaching.) "Who are elders?" (Older people respected for what they know.) "Is this knowledge still used?" (Yes.) If stuck, say: "Think of a family recipe. Someone tried it, fixed it and taught it."

    3. Activity / Source Work · 15–20 min

      Source work. Read this source aloud. "Ojibwe people live around the Great Lakes. In early spring, families tap maple trees and boil the sap into sugar. In summer they fish and pick berries. As summer turns to fall, they harvest wild rice, called manoomin, from canoes. One person pushes the canoe with a pole. Another gently knocks ripe grains into it. Some grains fall into the water and grow into next year's rice. In winter, elders tell stories that teach." 1) Your child divides the paper plate into four parts and labels them spring, summer, fall and winter. 2) With crayons and pencil, your child draws and writes one activity from the source in each part. Expect these. Spring: maple sugar. Summer: fishing and berries. Fall: wild rice. Winter: stories. 3) Ask: "Why is it wise to let some grains fall into the water?" (They grow into next year's rice.) "Which words show this happens today?" ("Ojibwe people live" and "families tap.") 4) Go outside to your plant or tree. Your child looks for two minutes and writes three things noticed in the notebook. Ask: "What might you learn by watching it for a whole year?"

    4. Notebook Entry · 10 min

      Your child finishes these frames. "Knowledge of the land is shared by ____, ____ and ____. One way this knowledge is used today is ____." Sample: "Knowledge of the land is shared by stories, songs and practice. One way this knowledge is used today is harvesting wild rice."

    5. Wrap-Up & Exit Ticket · 5 min

      Read the three exit questions aloud. Praise answers that give a reason and answers in the present tense.

    Watch for: Calling this knowledge "magic" or lucky guesses instead of careful learning built over time.

    Try: Compare it to a family recipe that was tried, tested and taught over many years.

    Exit ticket:
    1. What might happen to the wild rice if people took every grain?
    2. Why are elders important teachers?
    3. Name one thing about the land that a person could learn only by watching through all four seasons.
    Show answers
    1. No grains would be left to grow, so there would be less rice the next year.
    2. They have many years of experience and pass on what they know.
    3. Answers vary. Look for: when a plant is ripe, when animals move, or when to plant.

    Support: Fill in spring and fall together from the source. Your child draws summer and winter.

    Extend: Your child finds out about one land-care program run by a Native nation in your state and writes two facts.

    Homework: Your child asks a family member to teach something they learned from an older relative, then writes it down. Look for who taught it and how.

    Practice page · Week 6, Day 3

    Social Studies

    I can explain how Native nations learn and share knowledge of their land.

    The Saguaro Harvest

    The Tohono O'odham Nation lives in the Sonoran Desert of Arizona. Each year in early summer, families gather the red fruit of the tall saguaro cactus. They use long poles made from saguaro ribs to knock the fruit down. They cook the fruit into syrup and jam. The harvest marks the start of the O'odham new year. Elders teach children how and when to harvest, just as their own elders taught them.

    In the desert, a Tohono O'odham adult uses a long pole to knock fruit from the top of a tall saguaro cactus while a child holds a basket of fruit.

    Use the reading to answer.

    1. 1.

      When does the saguaro harvest happen?

    2. 2.

      What tool do people use?

    3. 3.

      Who teaches children how to harvest?

    4. 4.

      Name one way knowledge is passed down.

    Go outside. Pick one plant or tree and record what you notice.

    1. 5.

      My plant or tree:

    2. 6.

      3 things I notice:

    3. 7.

      Who could teach me more about it?

    Challenge: Name one way traditional land knowledge is used today.

    Materials: a local plant or tree

    Mathematics

    Objective: I can use patterns to know my ×5 facts.

    Standards: 3.OA.C.7, 3.OA.D.9

    Builds on: Needs the ×10 facts from Day 2 and Grade 2 counting by 5s. One-minute check: your child counts by 5s to 50, then tells 10 × 4 (40).

    New words:
    • half – one of two equal parts
    • pattern – something that repeats, so you can tell what comes next

    Materials: 10 nickels, Grid paper, Crayons, 10 index cards or paper slips, Notebook, Pencil

    1. Warm-Up · 5 min

      Spaced review from Week 3. Your child solves 500 − 236 (264). Then ask 7 × 10 (70) and 2 × 8 (16). Count by 5s to 50 together.

    2. Mini-Lesson · 10–15 min

      Say: "Today we find patterns in the ×5 facts." Lay down 6 nickels one at a time. Count: 5, 10, 15, 20, 25, 30. Write 6 × 5 = 30. Say: "6 groups of 5 is 30." Lay down the rest and count on to 50. Your child writes all ten products in a row. Ask: "Look at the ones digits. What do you see?" (They go 5, 0, 5, 0.) Say: "Two 5s make a ten. So every second product ends in 0." Next, say: "Here is another way. 5 is half of 10." Color 10 rows of 6 on grid paper. Write 10 × 6 = 60. Fold the array in half so 5 rows show. Ask: "How many rows now?" (5) Say: "5 rows of 6 is half of 10 rows of 6. Half of 60 is 30." Write 5 × 6 = 30. Now your child does more. Your child colors 10 rows of 4 and writes 10 × 4 = 40. Then your child folds it and writes 5 × 4 = 20. Ask: "How did the ×10 fact help?" (Half of 40 is 20.)

    3. Guided Practice · 10–15 min

      Your child picks nickels or half of the ×10 fact. 1) 3 × 5 (15). Count the nickels: 5, 10, 15. 2) 5 × 8. Ask: "What is 10 × 8?" (80) "What is half?" (Half of 80 is 40, so 5 × 8 = 40.) 3) 9 × 5 (45). 4) Ask: "Could 5 × 7 be 32?" (No. A ×5 product ends in 5 or 0.) "What is it?" (35) If stuck, say: "Think of the ×10 fact. Now cut it in half."

    4. Independent Practice · 15–20 min

      Your child writes each product and may use the nickels. 1) 4 × 5 (20). 2) 5 × 5 (25). 3) 5 × 3 (15). 4) 5 × 9 (45). 5) 10 × 5 (50). 6) 10 × 2 = 20. Use half to find 5 × 2. (Half of 20 is 10.) 7) A hand has 5 fingers. How many fingers are on 8 hands? (8 × 5 = 40) 8) Omar saves 7 nickels. How many cents does he have? (7 × 5 = 35) Last, your child makes fact cards for the ×5 facts. Sort them into "know it" and "still building" piles. Use no timer.

    5. Exit Ticket · 5 min

      Put the nickels and grid paper away. Read each question aloud; your child writes the answers.

    Watch for: Losing count while skip-counting, so the answer is one group too many or too few.

    Try: Your child lays down one nickel for each count. The number of nickels must match the number of groups before your child says the product.

    Fact fluency: ×5 facts

    Exit ticket:
    1. What is 9 × 5?
    2. 10 × 10 = 100. Use that fact to find 5 × 10. Tell how.
    3. Which two digits can a ×5 product end in?
    Show answers
    1. 45
    2. 50. Look for: 5 groups is half of 10 groups, and half of 100 is 50.
    3. 0 or 5

    Support: Use only 1 × 5 to 5 × 5. Your child lays down one nickel for each group and counts by 5s aloud.

    Extend: Ask: "Which ×5 products end in 0? Which end in 5?" (An even number of 5s ends in 0. An odd number of 5s ends in 5.) Your child shows why by pairing nickels into tens.

    Homework: Find groups of 5 at home, such as fingers, toes or nickels. Write 3 multiplication sentences that match. Sample: 4 hands, 4 × 5 = 20 fingers.

    Practice page · Week 6, Day 3

    Mathematics

    I can use patterns to know my ×5 facts.

    Look: 8 × 5

    1. The ×5 products end in 5 or 0.
    2. ×5 is half of ×10: 8 × 10 is 80.
    3. Half of 80 is 40, so 8 × 5 = 40.

    Multiply.

    1. 1.

      5 × 4 = ____

    2. 2.

      6 × 5 = ____

    3. 3.

      5 × 3 = ____

    4. 4.

      10 × 5 = ____

    5. 5.

      5 × 8 = ____

    6. 6.

      2 × 5 = ____

    Solve.

    1. 7.

      Kiara has 9 nickels. Each nickel is worth 5 cents. How many cents does she have?

    2. 8.

      Skip-count by 5s from 5 to 50.

    Challenge: Can a ×5 product end in 3? Why or why not?

    Materials: Analog clock (optional)

    English Language Arts

    Objective: I can use a diagram to answer questions and explain steps in order.

    Standards: RI.3.7, RI.3.3

    Builds on: Needs yesterday's text features and the order words from Week 1 Day 3. One-minute check: ask, "What does a caption do?" (It explains a picture.)

    New words:
    • diagram – a drawing with labels that shows the parts or steps of something
    • label – a word on a diagram that names a part or a step
    • cycle – steps that happen in order and then start over

    Materials: Three sheets of plain paper, Pencil, Colored pencils, Reader's notebook, Your child's own nonfiction book

    1. Warm-Up · 5 min

      Word study, Unit 1 review. Dictate: "Turn left at the farm to see the boat." Your child writes it, then checks each word against yours. Look at ur in turn, ar in farm and oa in boat. Spaced review, Week 2. Ask: "How do readers figure out a trait the author never names?" (They infer it from what the character says and does.)

    2. Mini-Lesson · 10–15 min

      Say: "Some features teach with pictures. A diagram is a drawing with labels. It shows the parts of something or the steps in order. A map shows where places are. A chart puts facts in rows and columns." On plain paper, draw four boxes in a circle, joined by arrows. Label them egg, caterpillar (larva), chrysalis (pupa) and adult butterfly. Read aloud "A Butterfly's Life Cycle": [A mother butterfly glues each tiny egg to a leaf. A caterpillar chews its way out and eats leaves day and night. It grows so fast that its skin splits, and a bigger skin waits underneath. Next, the caterpillar hangs from a twig. Its skin splits one last time and uncovers a smooth shell called a chrysalis. Hidden inside, it grows wings. Finally, an adult butterfly crawls out and dries its wings in the sun. Later, it lays eggs of its own.] Think aloud: "The words give me details. The diagram shows the order at a glance. I put my finger on the egg and follow the arrows. The last arrow points back to the egg, so the steps repeat. That is a cycle."

    3. Guided Practice · 10–15 min

      Your child answers with the diagram and the words. 1) Ask: "Which stage does the first arrow lead to?" (The caterpillar, or larva.) 2) Ask: "Which stage comes just before the adult?" (The chrysalis, or pupa.) 3) Ask: "Where does the diagram send you after the adult? Why?" (Back to the egg, because the adult lays eggs.) 4) Ask: "Why does a caterpillar need a new skin?" (It grows so fast that the old skin splits.) Then your child retells the cycle aloud with the order words first, next, then, finally. If stuck, say: "Put your finger on the egg. Follow each arrow and say 'then.'"

    4. Independent Practice · 15–20 min

      1) In the reader's notebook, your child writes the butterfly cycle in four sentences. Each starts with an order word: first, next, then or finally. 2) Read these steps aloud: [How Bread Is Made. A baker mixes flour, water, salt and yeast into dough. The baker kneads the dough until it is smooth. The dough rests in a warm place. The yeast makes gas bubbles, so the dough rises. The baker bakes the loaf in a hot oven.] 3) Your child draws a four-box diagram of the steps with labels and arrows, using colored pencils. 4) They write one question the diagram answers, with its answer. Look for: stages in the order egg, caterpillar, chrysalis, adult; boxes labeled mix, knead, rise, bake; bread arrows in a line. Sample: "What happens just before baking?" (The dough rises.)

    5. Exit Ticket · 5 min

      Read each question aloud. Your child answers in full sentences and may look at both diagrams.

    Watch for: Reading a cycle diagram in the wrong direction or starting at the wrong place.

    Try: Your child puts a finger on the egg and follows each arrow aloud, saying "then" at every arrow.

    Exit ticket:
    1. What does a diagram do?
    2. In the bread steps, what makes the dough rise?
    3. Why do the butterfly arrows make a circle, while the bread arrows make a line?
    Show answers
    1. It uses a drawing and labels to show the parts of something or the steps in order.
    2. The yeast makes gas bubbles.
    3. The butterfly steps start over when the adult lays eggs. The bread steps end with a baked loaf.

    Support: Draw the four butterfly stages on separate slips of paper. Your child puts them in order before writing.

    Extend: Your child adds a short caption beside each butterfly stage, using one fact from the text.

    Homework: Read your own nonfiction book for 15–20 minutes. Then draw a labeled four-step diagram of something you do every day, such as brushing your teeth. Use arrows.

    Practice page · Week 6, Day 3

    English Language Arts

    I can use a diagram to answer questions and tell steps in order.

    The Life Cycle of a Frog

    This diagram shows four stages in a circle with arrows. A frog lays eggs in a pond. Each egg hatches into a tadpole, which swims with a tail and breathes with gills. The tadpole grows legs and becomes a froglet, which still has a short tail. The froglet becomes an adult frog that lives on land and in water. The adult lays eggs, and the cycle starts again.

    A circle diagram shows the frog life cycle: eggs, tadpole, froglet and adult frog, with arrows between the stages.
    Arrows show the order of the stages.

    Use the diagram to answer.

    1. 1.

      What comes right after the egg?

    2. 2.

      What stage comes right before the adult frog?

    3. 3.

      What happens after the adult lays eggs?

    4. 4.

      What do the arrows show?

    5. 5.

      Write the four stages with first, next, then and finally.

    6. 6.

      Which would show where a pond is in a park?

      ○ a diagram○ a map○ a chart

    Split each word into syllables.

    1. 7.

      apple

    2. 8.

      maple

    Challenge: Draw your own diagram of how a seed grows into a plant. Use labels and arrows.

    Science

    Objective: I can measure bounce heights and use the pattern to predict the next bounce.

    Standards: 3-PS2-2

    Builds on: Needs Days 1 and 2: a motion pattern lets you predict, and a fair test keeps things the same. One-minute check: ask, "What does predict mean?" (To say what will happen next, using what you know.)

    Materials: Rubber ball or tennis ball (plus a second, different ball for the extension), Yardstick or tape measure, Masking tape, A hard floor beside a wall, Science notebook and pencil

    1. Day 28 — Bouncing Ball Patterns — Wonder Warm-Up · 5 min

      Spaced review from Day 2. Ask: "Which changed our pendulum's count more, the string length or the weight?" (The string length.) Then drop the ball and let it bounce until it stops. Ask: "What did you notice about each bounce?" (Each one was lower.) Say: "Let's measure that pattern and use it to predict."

    2. Mini-Lesson · 10–15 min

      Say: "A bouncing ball has a pattern. Each bounce is lower than the one before." Drop the ball again and count the bounces together. Ask: "Did any bounce go higher than the one before it?" (No.) Say: "Each time the ball hits the floor, it loses some of its bounce. You can hear part of it as sound." Write an example: a ball dropped from 36 inches bounces to 24, then 16, then 11. Ask: "Will the next bounce be higher or lower than 11?" (Lower.) Say: "The steps down were 12, then 8, then 5." Ask: "Is the next step likely bigger or smaller than 5?" (Smaller.) "So what is a good prediction?" (About 7 or 8 inches.) Say: "Here is a measuring trick. At the top of a bounce, the ball stops for an instant. So dropping it from that height acts like the next bounce." If stuck, say: "Look at the last two numbers. Go lower, but by a smaller step."

    3. Investigation / Hands-On · 15–20 min

      1) Tape the yardstick upright on the wall with 0 at the floor. 2) Draw a chart with two columns: Bounce number, Height (inches). Make rows for bounces 1 to 5. 3) Hold the ball with its bottom at 36 inches. Open your fingers to drop it, with no push. 4) Your child kneels with eyes level with the bounce. Your child watches the bottom of the ball at its highest point and marks that height with tape. Drop twice more to check, then record bounce 1. 5) For bounce 2, drop the ball from the bounce 1 mark and record. Repeat for bounces 3 and 4. 6) Your child predicts bounce 5 from the pattern, writes it down, then tests. Change only the drop height. Keep the same ball, floor and no-push drop. Expect each height to be lower, with smaller steps down. The numbers depend on your ball. If a result looks odd, say: "Real results vary. Drop again and look for the pattern." Ask: "How close was your prediction?"

    4. Science Notebook Entry · 10 min

      Under the chart, your child circles the bounce 5 prediction and the measured height. Then finish two frames. "Each bounce was ___ than the one before." "My prediction was ___ inches off." Sample: "Each bounce was lower than the one before. My prediction was 2 inches off."

    5. Wrap-Up & Exit Ticket · 5 min

      Ask the three exit questions aloud. Praise a prediction that is lower than the last bounce and comes with a reason.

    Watch for: Pushing the ball down instead of dropping it, which changes the start.

    Try: Your child holds the ball with two fingers and simply opens them. Redo any trial that had a push.

    Exit ticket:
    1. A ball bounces 40 inches, then 30, then 22. Give a good prediction for the next bounce and tell why.
    2. Why must you drop the ball instead of throwing it down?
    3. Did any bounce go higher than the height you dropped the ball from? What does that tell you about the pattern?
    Show answers
    1. Answers vary. Look for: a number below 22, such as 16, because each bounce is lower and the steps down get smaller.
    2. A throw adds a push, so the start would not be the same each time. The test would not be fair.
    3. No. Every bounce is lower than the one before.

    Support: Measure only bounces 1 and 2. Mark each with tape and compare the two tape strips.

    Extend: Drop a second kind of ball from 36 inches. Your child tells how the two patterns are alike and different. (Both get lower; one loses height faster.)

    Homework: Drop 3 safe objects, such as a sock ball, a rubber ball and a plastic cup. Describe each bounce pattern. Look for which bounced most, and each bounce lower than the last.

    Practice page · Week 6, Day 3

    Science

    I can measure bounce heights and use the pattern to predict the next bounce.

    Drop a ball from 36 inches. Measure the top of each bounce.

    BounceHeight (inches)
      
      
      
      
    1. 1.

      My prediction for bounce 5:

    2. 2.

      What bounce 5 really was:

    Use the pattern to answer.

    1. 3.

      A ball bounces 40, 28, 20 and 14 inches. Is the next bounce higher or lower than 14?

    2. 4.

      Predict the next bounce for the ball above.

    3. 5.

      Why does each bounce get lower?

    Materials: a bouncy ball or tennis ball · a yardstick or tape measure taped to a wall