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    Daily lesson plan

    Day 3 · Wednesday

    Week 8 · 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 geography helped decide where my community was founded.

    Standards: D2.Geo.8.3-5, D2.Geo.2.3-5

    Builds on: Needs Week 4: landforms, bodies of water and natural resources. One-minute check: ask, "Name one body of water and one natural resource near us." (Answers vary. Sample: a river, and soil for farming.)

    New words:
    • crossroads – a place where roads or rail lines meet
    • trading post – a place where people met to trade goods

    Materials: Notebook, Local map (a paper map, or a sketch you copy from any map), Highlighter, Week 4 landform and water notes, Local history source from Day 1, U.S. map, Pencil

    1. Day 38 — Why Was It Founded Here? — Big Question Warm-Up · 5 min

      Spaced review from Week 4. Open the Week 4 notes. Ask: "Name a landform, a body of water and a natural resource." (Sample: hill, river, trees.) Then ask the big question: "Why was our town built right here and not 10 miles away?" Write down your child's guess.

    2. Mini-Lesson · 10–15 min

      Say: "People chose a spot for a town because of the land and water there." Your child lists six reasons in the notebook as you teach them. Say: "A river gives water, travel and power for mills. A harbor is a safe place for ships. Flat farmland grows food. A mine gives something to sell. A crossroads is where roads or rail lines meet. A fort gave protection." Now use the U.S. map. Find Pittsburgh, Pennsylvania. Say: "Two rivers meet here and form the Ohio River. Boats could carry goods three ways." Find St. Louis, Missouri. Say: "It began as a trading post near where the Missouri River joins the Mississippi." Find Denver, Colorado. Say: "It grew fast after gold was found nearby in 1858. This was on Cheyenne and Arapaho homelands." Say: "The same rivers and trails mattered to Native nations first." Ask: "Why is a river useful to a new town?" (water, travel, power for mills) "What kind of place is good for ships?" (a harbor) "Why did Denver grow fast?" (Gold was found nearby.) If stuck, say: "Ask what people needed: water, food, a way to travel, something to sell."

    3. Activity / Source Work · 15–20 min

      Study your own town. 1) On the local map, find the oldest part of town. It is often near the main street or the old station. 2) Your child highlights features near it: rivers, lakes, coast, rail lines, main roads, hills. 3) Make a chart with two columns: Feature, and Close to the oldest part? Write yes or no for each feature. 4) Your child picks one or two likely reasons the town is here. 5) Look in the local history source for one sentence that supports a reason. Your child reads it aloud. If you find none, write "our best guess" beside the reason. 6) Ask: "Was this feature here when the town started? What is your evidence?" Keep the question the same for every feature. The source may give a different reason than the map suggests. Record both and say: "Real places often have more than one reason."

    4. Notebook Entry · 10 min

      Your child makes a "Why Here?" chart with two columns: Feature, and How it helped the town. Fill two rows. Sample: River: water for homes and power for a mill. Railroad: carried crops to cities. If your Week 6 notes tell how the Native nation uses this land or water, add one sentence about it.

    5. Wrap-Up & Exit Ticket · 5 min

      Read the exit questions aloud; your child may point to the map. Praise reasons that were true when the town began.

    Watch for: Giving a reason from today, such as a mall or a highway, instead of the founding time.

    Try: Ask, "Was that here when the town started?" Then look again at the oldest part on the map.

    Exit ticket:
    1. Name one reason our town is where it is. What on the map is your evidence?
    2. A made-up town began beside a deep, sheltered bay. What feature helped it start, and how?
    3. A child says, "Our town is here because of the shopping mall." What is wrong with that reason?
    Show answers
    1. Answers vary. Look for: a real feature such as a river, harbor, railroad, farmland or mine, shown on the map.
    2. A harbor. Ships could stay there safely and bring people and goods.
    3. The mall was not there when the town was founded. The reason must come from the founding time.

    Support: Give six choices: river, harbor, farmland, mine, crossroads, fort. Your child circles the ones that fit the map.

    Extend: Compare your town with one founded for a different reason, such as a mining town. Tell how each reason shaped the town's first jobs.

    Homework: Show a family member the feature that helped our town start, on a map or in person. Look for: your child explains how it helped.

    Practice page · Week 8, Day 3

    Social Studies

    I can explain how geography helped decide where a town began.

    Match each town to the land or water feature that helped it grow.

    Word bank: harbor · river · gold · railroad crossroads

    1. 1.

      Boston, Massachusetts: ships sailed into its calm bay.

    2. 2.

      Memphis, Tennessee: boats traveled up and down the Mississippi.

    3. 3.

      Atlanta, Georgia: began where railroad lines met.

    4. 4.

      Helena, Montana: people came after finding gold.

    Look at a local map. Fill in the Why Here? chart.

    Feature near the oldest part of townHow it helped the town
      
      
    1. 5.

      Feature 1:

    2. 6.

      How it helped:

    3. 7.

      Why were rivers useful to Native nations too?

    Challenge: Why do you think few towns were built on steep mountaintops?

    Materials: local map · highlighter

    Mathematics

    Objective: I can use ×10 minus one group and the digit-sum pattern to find my ×9 facts.

    Standards: 3.OA.C.7, 3.OA.B.5, 3.OA.D.9

    Builds on: Needs the ×10 facts from Week 6 and subtracting a one-digit number from a tens number. One-minute check: ask 10 × 7, then 70 − 7 (70, 63).

    Materials: Grid paper, Crayon, 30 counters (dried beans, coins or buttons), for extra support, Notebook, Pencil

    1. Warm-Up · 5 min

      Spaced review from Week 6. Ask 4 × 10, 7 × 10 and 10 × 9 (40, 70, 90). Then practice taking one group from a tens number. Ask 40 − 4, 60 − 6 and 80 − 8 (36, 54, 72).

    2. Mini-Lesson · 10–15 min

      Say: "Nine groups is 10 groups minus one group." Write 9 × 7. On grid paper, outline 10 rows of 7 squares. Ask: "How many squares are in 10 rows of 7?" (70) Your child crosses out the whole bottom row with the crayon. Ask: "How many rows are left? How many squares did you cross out?" (9 rows; 7 squares) Write 70 − 7 = 63. Say: "So 9 × 7 = 63." Now your child does more. Write 9 × 4. Ask: "What is the ×10 fact? What do you take away?" (10 × 4 = 40; 40 − 4 = 36) Say: "Now look for a pattern." Write the ×9 products in a column together: 9, 18, 27, 36, 45, 54, 63, 72, 81, 90. Ask: "What happens to the tens digit each time? The ones digit?" (Tens go up 1. Ones go down 1.) Say: "Each new group adds 9. Adding 9 is adding 10, then taking away 1."

    3. Guided Practice · 10–15 min

      Your child says the ×10 fact, then writes the subtraction. 1) 9 × 6 (60 − 6 = 54). 2) 9 × 8 (80 − 8 = 72). 3) 9 × 3 (30 − 3 = 27). 4) Point to the column of ×9 products. Ask: "Add the two digits of each product. What do you notice?" (They add to 9 each time.) Ask: "Why?" (One more ten and one fewer one keeps the digit total the same.) If stuck, say: "Say the ×10 fact first. Now take away one whole group. How big is one group?"

    4. Independent Practice · 15–20 min

      For problems 1 to 5, your child writes the subtraction. 1) 9 × 2 (20 − 2 = 18). 2) 9 × 5 (50 − 5 = 45). 3) 9 × 10 (100 − 10 = 90). 4) 6 × 9, turned to 9 × 6 (54). 5) 8 × 9, turned to 9 × 8 (72). 6) Your child outlines 10 rows of 3 and crosses out one row. Then your child writes the subtraction (30 − 3 = 27). 7) 9 tables seat 4 children each. How many children in all? (36) 8) A team has 9 players. There are 7 teams. How many players in all? (63) Last, your child adds the digits of each product as a check. A total that is not 9 means look again.

    5. Exit Ticket · 5 min

      Cover the column of ×9 products. Read each question aloud; your child answers on paper.

    Watch for: Taking away 1 instead of one whole group, such as 70 − 1 for 9 × 7.

    Try: Go back to the grid. Your child crosses out the whole row and counts its squares. Ask: "How big is each group?"

    Fact fluency: ×9 facts

    Exit ticket:
    1. What is 9 × 9? Write the subtraction you used.
    2. Lee says 9 × 8 is 71. How does the digit pattern show a mistake?
    3. In the ×9 products, why do the tens go up 1 while the ones go down 1?
    Show answers
    1. 81 (90 − 9 = 81)
    2. 7 and 1 add to 8, not 9. The product is 72.
    3. Answers vary. Look for: each new group adds 9, which is 10 minus 1.

    Support: Build 10 rows of 2 beans and slide one row away. Your child writes 20 − 2 = 18. Repeat with rows of 3.

    Extend: Ask why the tens digit of 9 × 7 is 6, one less than 7. Look for: taking 7 from 70 breaks into one of the 7 tens.

    Homework: Your child writes the ×10 fact and the subtraction for 9 × 6 and 9 × 8, then checks the digits. Answers: 60 − 6 = 54; 80 − 8 = 72.

    Practice page · Week 8, Day 3

    Mathematics

    I can use ×10 minus one group and the digit-sum pattern to find my ×9 facts.

    Look: 9 × 6

    1. 9 groups is 10 groups minus one group. 10 × 6 = 60.
    2. Take away one 6: 60 − 6 = 54.
    3. Check: the digits 5 and 4 add to 9.

    Multiply.

    1. 1.

      9 × 4 = ____

    2. 2.

      3 × 9 = ____

    3. 3.

      9 × 8 = ____

    4. 4.

      9 × 2 = ____

    5. 5.

      5 × 9 = ____

    6. 6.

      9 × 7 = ____

    Solve.

    1. 7.

      A team plays 9 games. Each game has 4 quarters. How many quarters is that?

    2. 8.

      Show ×10 minus one group for 9 × 8.

    Challenge: Add the digits of each product on this page. What do you notice?

    Materials: Multiplication chart (optional)

    English Language Arts

    Objective: I can use linking words to connect my opinion and reasons.

    Standards: W.3.1.C, L.3.6, L.3.1.H

    Builds on: Needs Day 2: an opinion with two reasons and an example. One-minute check: ask, "Name one reason from 'Game Night.'" (Games are a fun way to talk and laugh, or games teach taking turns.)

    New words:
    • conjunction – a joining word, such as and, but, or, so or because

    Materials: Your child's opinion, reasons and example from Day 2, The 'Game Night' mentor paragraph (Day 1), 1 index card, Reader's notebook, Pencil

    1. Warm-Up · 5 min

      Word study, dividing words. Dictate: "The rabbit ate a muffin at the picnic." Your child writes it, and you check it together. Ask: "Where do you divide rabbit, muffin and picnic?" (rab|bit, muf|fin, pic|nic) Spaced review from Week 1. Ask: "What three parts does a story retelling need?" (Beginning, middle and end.)

    2. Mini-Lesson · 10–15 min

      Read two versions aloud. "I like dogs. They are loyal. They are fun." "I like dogs because they are loyal. Also, they are fun." Ask: "Which sounds smoother?" (The second.) Say: "You used linking words in Week 7. In opinion writing, they connect an opinion to its reasons." Write a chart on the index card: because, since, also, another reason, in addition, for example, therefore. Find the linking words in "Game Night" together: First, Another reason, For example, For these reasons. Say: "Some linking words are conjunctions, or joining words. And, but, or and so join two complete sentences. Put a comma before them." Write: Many kids like chess, but our school has no club. Say: "Because, since, when and if begin a part that is not a sentence by itself." Write: We need a chess club because rainy recesses are boring. Cover the first five words. Ask: "Is the rest a sentence by itself?" (No.)

    3. Guided Practice · 10–15 min

      Read this choppy draft aloud: "Dogs make the best pets. Dogs are loyal. Dogs get you outside. My dog Pepper waits by the door for her walk." 1) Ask: "Which linking word could start the first reason?" (First, or One reason is that.) 2) Ask: "Start the second reason a different way." (Also, In addition, or Another reason is that.) 3) Ask: "Which phrase fits before the Pepper sentence?" (For example.) 4) Your child joins two ideas with a conjunction. (Sample: Dogs are loyal, and they get you outside.) Your child reads the new version aloud. If stuck, say: "Look at the chart. Which word adds one more reason? Which adds an example?"

    4. Independent Practice · 15–20 min

      Your child drafts an opinion paragraph in the notebook, using the Day 2 page. 1) The opinion sentence. 2) Reason 1 with a linking word. 3) Reason 2 with a different linking word. 4) One example that begins "For example." Model: "I believe every kid should grow a plant. First, growing a plant teaches you to care for something every day. In addition, it lets you watch how living things change. For example, my bean plant grew two new leaves last week." Checklist: at least three different linking words. A comma after First, In addition and For example. One sentence with because, and, but or so. The conclusion comes on Day 4.

    5. Exit Ticket · 5 min

      Read each question aloud. Your child answers the first two aloud and uses the draft for the third.

    Watch for: Starting every sentence with "because," which leaves pieces that are not sentences.

    Try: Your child checks off each chart word as it is used. Remind your child that a because part needs a complete thought beside it.

    Exit ticket:
    1. What do linking words do in an opinion paragraph?
    2. Which word fits the blank, but or because? 'I want a dog ___ dogs are loyal.' Why?
    3. Point to two linking words in your draft. What does each one add?
    Show answers
    1. They connect the opinion to its reasons and examples, so the writing flows.
    2. Because. The second part tells why.
    3. Answers vary. Look for: for example, 'In addition' adds a second reason and 'For example' adds an example.

    Support: Keep the linking-words chart beside the notebook. Your child picks one word from it for each sentence.

    Extend: Your child uses therefore and since correctly in two sentences. Sample: Since plants need care, they teach kids to be responsible.

    Homework: Your child reads the draft to a family member and points to each linking word. Look for: three different linking words.

    Practice page · Week 8, Day 3

    English Language Arts

    I can use linking words and conjunctions to connect my opinion and reasons.

    Look: linking words

    1. Linking words connect reasons: because, also, another reason, for example, in addition, therefore.
    2. And, but, so, or can join two complete sentences.
    3. Because, since, when, if start a part that cannot stand alone.

    Answer each one.

    1. 1.

      Circle the linking word: I like rainy days because I can splash.

    2. 2.

      Join with so: It was raining. We stayed inside.

    3. 3.

      Join with but: I like dogs. My sister likes cats.

    4. 4.

      Fill in a linking word to start a second reason: ____, kids learn to share.

    5. 5.

      Can "because the park is close" stand alone as a sentence?

      ○ yes○ no
    6. 6.

      Write two reasons for your opinion. Start each with a different linking word.

    Circle how each word is divided.

    1. 7.

      fro|zen

      ○ VC/CV○ V/CV
    2. 8.

      pic|nic

      ○ VC/CV○ V/CV

    Challenge: Split the challenge words: problem, climate

    Science

    Objective: I can carry out my fair test carefully and record my data.

    Standards: 3-PS2-1, 3-PS2-2

    Builds on: Needs the Day 2 plan, plus measuring to the nearest inch from math. One-minute check: your child measures a pencil to the nearest inch with the tape measure.

    Materials: Materials from the plan (toy car, 3 same-size books, ramp board), Tape measure, Masking tape, 3 paper slips, Notebook with the results table, and pencil

    1. Day 38 — Run the Investigation — Wonder Warm-Up · 5 min

      Spaced review from Week 3. Ask: "Which usually has more friction for a sliding book, a rug or a smooth table?" (A rug.) Then your child reads the steps aloud and points to each item on the "keep the same" list. Ask: "Will every trial give the same number?" (Probably close, but not exactly the same.)

    2. Mini-Lesson · 10–15 min

      Say: "Run every trial the same way. Write each result right away. If something goes wrong, write a note and redo that trial." Show how to measure. Put the tape measure's zero at the bottom of the ramp. Read the number at the front of the car. Say: "If the car stops between two inch marks, choose the closer one." Next, teach the middle value. Write 31, 27 and 30 on three paper slips. Your child puts them in order: 27, 30, 31. Say: "The middle value is 30. It stands for all three trials." Ask: "The car stops between 18 and 19, closer to 19. What do you write?" (19 inches.) "What is the middle value of 12, 9 and 10?" (10.) "The car hits a chair leg. What do you do?" (Write a note and redo the trial.) If stuck, say: "Put the numbers in order, smallest to biggest. Touch the one in the middle."

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

      Change: the ramp height. Keep the same: the car, the board, the start line, the floor and the release. Measure: distance in inches. 1) Set up 1 book. 2) Your child holds the car at the start line and lets go without pushing. 3) Measure to the front of the car and record it at once. 4) Do 3 trials. 5) Repeat with 2 books, then 3 books. Table: Height | Trial 1 | Trial 2 | Trial 3 | Middle. Sample data only: 1 book: 22, 25, 24 inches. 2 books: 41, 38, 40. 3 books: 55, 58, 57. Expect the car to roll farther from higher ramps most of the time. On a very steep ramp, the car may bump the floor and roll less. Say: "Real results vary. Look for the pattern." Keep the rolling path clear of feet.

    4. Science Notebook Entry · 10 min

      Your child finishes the table and circles the middle value in each row. For the sample data, those are 24, 40 and 57. Then: "One thing I noticed was ___." Sample: "One thing I noticed was that the three trials were close together."

    5. Wrap-Up & Exit Ticket · 5 min

      Read the three exit questions aloud; your child answers on paper. Praise careful, same-way trials more than big numbers.

    Watch for: Giving the car a small push on the higher ramps without noticing.

    Try: Your child holds the car back with one finger on its roof, then lifts the finger straight up.

    Exit ticket:
    1. Put 33, 29 and 35 in order. Which number is the middle value?
    2. Why do scientists write down each result right away?
    3. Did anything go wrong in one of your trials? What did you do about it?
    Show answers
    1. 33 (in order: 29, 33, 35).
    2. So they do not forget a number or mix numbers up.
    3. Answers vary. Look for: the problem was noted and the trial was redone, or a clear "nothing went wrong."

    Support: You hold the tape measure and coach each release. Your child reads the number and writes it.

    Extend: Your child runs 5 trials at one height. In order, the third number is the middle value. Compare it with the 3-trial middle.

    Homework: Your child tells a family member the results so far. Look for: real numbers, and whether they match the prediction.

    Practice page · Week 8, Day 3

    Science

    I can carry out my fair test carefully and record my data.

    Run each trial the same way. Write each result right away.

    SetupTrial 1Trial 2Trial 3Middle value
         
         
         
    1. 1.

      Did anything go wrong? What did you do?

    Find the middle value. Put the numbers in order first.

    1. 2.

      33, 30, 31

    2. 3.

      48, 52, 50

    3. 4.

      17, 21, 19

    Challenge: Why should you write each result right away?

    Materials: materials from your plan · a tape measure