September · Week 1 · Day 3 · School day 3

Day 3: Measuring the World Precisely

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📏 Play with your child: Measure Up

The day, step by step

1. 10–15 min Morning meeting and current events SL.11-12.1

   1. Question of the day: What is the most precise measurement you have ever made? Students share one measurement they have made (a recipe, a room, a race time) and how precise it was.
   2. News brief and one question.
   3. Connect: precision matters in physics, in math, and in quoting a text exactly.

2. 15–20 min Vocabulary and word study L.11-12.4b

   1. Build word families: verify, verifiable, verification; credence, credential, credentials, discredit.
   2. Discuss how suffixes change part of speech: verify (verb), verifiable (adjective), verification (noun).
   3. Students write one sentence that uses verifiable and one that uses discredit about a news claim.
   4. Check: what does in- do to credible? (Makes it mean not believable.)

3. 30–40 min Literature and texts RL.11-12.1, RL.11-12.2

   The World on the Turtle's Back (Haudenosaunee creation story; any anthology or library retelling)

   1. Review: a theme is a message about life stated as a full sentence, not one word. Balance is a topic; The world stays whole when opposing forces balance is a theme.
   2. Theme 1: balance of good and evil. Students find two moments (the twins' opposing creations, their final contest) and cite page numbers.
   3. Theme 2: creation through cooperation. Students find two moments (the birds catching Sky Woman, the animals diving for earth, the turtle offering its back).
   4. Partners decide which theme is more central and defend the choice in two sentences.

4. 40–50 min Algebra 2 HSA-REI.B.3

   1. Review: multiplying or dividing by a negative flips the sign. Solve -2x + 7 > 15: -2x > 8, so x < -4. Check x = -5: 10 + 7 = 17 > 15.
   2. And inequality: -3 ≤ 2x + 1 < 9. Subtract 1: -4 ≤ 2x < 8. Divide by 2: -2 ≤ x < 4. Graph with a closed dot at -2 and an open dot at 4.
   3. Or inequality: 3x - 1 < -7 or 2x + 5 ≥ 11 gives x < -2 or x ≥ 3. Graph two rays pointing away from each other.
   4. Exit ticket: 5 < 4 - x ≤ 9. (Subtract 4: 1 < -x ≤ 5; multiply by -1 and flip: -5 ≤ x < -1.)

5. 30–40 min Physics HSN-Q.A.3, HS-PS2-1

   1. SI base units for physics: meter (m), kilogram (kg), second (s). Prefixes: kilo = 10³, centi = 10⁻², milli = 10⁻³, micro = 10⁻⁶.
   2. Scientific notation: 0.00045 m = 4.5 × 10⁻⁴ m; the Earth to Moon distance of 384,000 km = 3.84 × 10⁸ m. Convert 72 km/h to m/s: 72,000 m ÷ 3,600 s = 20 m/s.
   3. Significant figures: 0.0250 has 3; 1.20 × 10³ has 3. When multiplying, keep the fewest: 2.50 × 3.1 = 7.75, reported as 7.8.
   4. Measure the length of a desk with a meter stick: read to the nearest millimeter and estimate one more digit (for example 1.2235 m). Compare partners' values and discuss why they differ.

6. 25–35 min Writing W.11-12.9a, L.11-12.2

   1. Three steps to integrate a quotation: introduce it with context, quote a short phrase (not a whole paragraph), then cite it with a page number.
   2. Model: When the sky world tree is uprooted, the story describes the opening as a path between worlds ([phrase from your edition] 22). Point out the period goes after the parenthesis.
   3. Students choose a phrase of four to eight words from their copy and integrate it into a sentence about one theme.

7. 25–35 min Independent practice and projects

   1. Rewrite five measurements in scientific notation and state the significant figures in each.
   2. Solve and graph -6 < 3x + 3 ≤ 12. (-3 < x ≤ 3.)
   3. Add one integrated quotation for the second theme to your notebook.
   4. Convert 1.5 hours to seconds (5,400 s) and 250 cm to meters (2.50 m).

   Projects: keep the reading log current and build the analysis notebook toward the literary analysis essay.

   Device time (15 min): play Measure Up on the Student games page.

   Today’s game: Measure Up

8. 5–10 min Closing reflection SL.11-12.1

   1. Why does a measured value need an estimated last digit?
   2. Which theme in the creation story has stronger evidence?
   3. When do you flip an inequality sign?

Short day? Keep the themes discussion, the compound inequality examples and the desk measurement.