September · Week 1 · Day 4 · School day 4

Day 4: The Lady, or the Tiger?

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✍️ Play with your child: Script and Graph

The day, step by step

1. 10–15 min Morning meeting and current events SL.9-10.1

   1. Headline share and map point.
   2. Question of the day: Where would you build a city if you had no cars and no electricity? Collect reasons (water, food, defense, travel).
   3. Warm-up: evaluate 3(x - 2) when x = 7 (15) on a whiteboard, no calculator.

2. 15–20 min Vocabulary and word study L.9-10.4b

   1. Word families: scribe → describe → description → indescribable; graph → graphic → autograph → photography. Students build a family of four for 'script' (script, manuscript, prescription, transcript).
   2. Connotation: prescribe (an order from an expert) vs describe (a neutral account). Which would you want from a doctor, and which from a witness?
   3. Spelling preview: say the 10 spelling words; students write them and self-correct from the list.

3. 30–40 min Literature and texts RL.9-10.5

   The Lady, or the Tiger? by Frank R. Stockton (public domain)

   1. Finish The Most Dangerous Game: the final scene in Zaroff's bedroom and the last line about the bed. Ask: what happened? Students must prove their answer with the final sentence.
   2. Read The Lady, or the Tiger? aloud (it is short). The author refuses to tell us which door opened.
   3. Compare: Connell ends with an inference the reader must make; Stockton ends with a question the reader must decide. Make a two-column chart of clues each author leaves.
   4. Vote: lady or tiger? Each side gives one piece of textual evidence about the princess's character.

4. 40–50 min Algebra 1 HSA-SSE.A.1

   1. Context problems: a cell plan costs 25 + 0.10m dollars for m minutes. Ask what 25, 0.10 and m each mean, then compute the bill for 300 minutes ($55).
   2. A rental car costs 40d + 0.25k for d days and k miles. Explain each term, then find the cost of 3 days and 200 miles ($170).
   3. Area of a path around a garden: a 10 ft by 8 ft garden with a 2 ft path all around has total dimensions 14 by 12. The expression (10 + 4)(8 + 4) - 10(8) gives the path area: 168 - 80 = 88 square feet. Ask why +4 and not +2.
   4. Independent: five context expressions to interpret and evaluate. Students write one sentence of interpretation per problem.

   Math center: write your own expression for a real cost (a pizza order, a bus pass) and explain each part.

5. 30–40 min World history C3 D2.Geo.2.9-12

   1. Projections: show the globe (or orange peel) and a flat map. Explain that every flat map distorts size, shape or distance somewhere. On a Mercator map Greenland looks as big as Africa; Africa is really about 14 times larger.
   2. Thematic maps: look at a population density map. Ask: where are the darkest areas? What do they have in common? (Rivers, coasts, mild climates.)
   3. Connect to history: mark the Nile, the Tigris and Euphrates, the Indus and the Huang He (Yellow River). All four early civilizations grew in river valleys for water, fertile soil and transport.
   4. Exit ticket: name two things a river gave an early city and one problem it could cause (floods).

6. 25–35 min Writing W.9-10.1

   1. Assemble the full CEE paragraph: claim, signal phrase + quote + citation, two explanation sentences. Add a closing sentence that connects to the whole story.
   2. Students draft the complete paragraph (about 6 to 8 sentences) about Rainsford or Zaroff.
   3. Self-check with the rubric: precise claim, exact quote with citation, explanation that goes beyond the quote, varied sentence starts.

7. 25–35 min Independent practice and projects

   1. Reading: write a one-paragraph ending for The Lady, or the Tiger? that fits the clues you found.
   2. Algebra: context expression cards and the self-made cost expression.
   3. History: label the four river valleys on a blank world map and add their coordinates.
   4. Spelling: practice the 10 words in the binder.

   Device time (15 min): play roots-scrib-1, the game named in this day's play field

   Today’s game: Script and Graph

8. 5–10 min Closing reflection SL.9-10.1

   1. Which ending did you prefer, the inferred one or the open one? Why?
   2. What does a map hide?
   3. Tomorrow: finish, graph and prove.

Short day? Keep the reading comparison and the context math; do projections as a 10-minute demonstration.