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7 worksheets · 5 answer keysPlan only

Grade 6 · Quarter 1 · Week 3

Mesopotamia II — Babylon, Empire & Hammurabi's Code

From city-state to empire; one of the world's first written legal codes.

Standards this week

  • · 6.NS.A.1
  • · RI.6.2
  • · RI.6.6
  • · W.6.1
  • · MS-LS1-3
  • · C3 D2.Civ.5.6-8

Packet contents

  1. Daily lesson plans (Mon–Fri)
  2. Friday weekly review
  3. Parent digest summary
  4. Worksheets (6)
  5. Teacher answer keys (5)

Materials to gather before Monday

Sharpened pencil & eraser

Day's notebook (one section per subject)

Anchor text or passage handout

Ruler

Primary-source handout

Calculator (optional)

Lined paper

Lab notebook

SixthGrade · Binder packetPrint once Monday morning — file in the week's tab

Daily plans

Monday

From City-State to Empire

Social StudiesSargon of Akkad — the world's first empire; what changes when one ruler controls many cities.
MathFraction division intro: 'how many 1/4 cups in 3 cups?' (6.NS.A.1).
ELARead Hammurabi's Code excerpts (primary source); identify central idea (RI.6.2).
ScienceBody systems overview: name the 11 systems of the human body.

Today's worksheets

  • · [1D] Worksheet: Dividing Fractions by Fractions
  • · [Quiz 1.2] Quiz: Fractions, Factors, and Exponents
  • · [Q1] Assessment: Q1 Cumulative Assessment
  • · [1B] Passage: Reading Passage: Mesopotamian Scribal Culture (with comprehension)
  • · [Q1] Assessment: Q1 ELA Assessment

Tuesday

Hammurabi & His Code

Social StudiesBabylon under Hammurabi; the principle of written, public law.
MathVisual fraction division: area models and number lines.
ELACompare two laws from the Code — what do they reveal about Babylonian values? (RI.6.6).
ScienceDigestive system tour: mouth → stomach → small intestine.

Today's worksheets

  • · [1B] Passage: Reading Passage: Mesopotamian Scribal Culture (with comprehension)

Wednesday

Crime and Punishment in Babylon

Social Studies'Eye for an eye' — examine social class in the Code; free, slave, noble.
MathAlgorithm: invert and multiply; justify why it works.
ELABegin argument essay planning: 'Was Hammurabi's Code just?' (W.6.1).
ScienceInvestigation: enzyme action — crackers chewed for 1 minute; what changes?

Today's worksheets

    Thursday

    Daily Life in Babylon

    Social StudiesFamily, marriage contracts, schools (edubba), and merchant houses.
    MathWord problems with fraction division (recipes, sharing, scaling down).
    ELAArgument essay: draft a thesis with two reasons.
    ScienceCirculatory system; pulse-rate investigation before/after exercise.

    Today's worksheets

      Friday

      The Legacy of Mesopotamia

      Social StudiesWhat we still inherit: written law, base-60 time, the wheel.
      MathMixed practice: fraction division in real contexts.
      ELAArgument essay revision; peer-edit conventions (L.6.1).
      ScienceLab journal sync; weekly reflection on body-systems learning.

      Today's worksheets

      • · [Grammar 1.1] Grammar: Pronouns, Cases, and Antecedents
      • · [GW 1.1] Worksheet: Grammar Practice: Pronoun-Antecedent Agreement
      • · [Q1] Assessment: Q1 ELA Assessment

      Friday weekly review

      Theme: Foundations of the Eastern Hemisphere

      Social Studies
      Name one geographic feature studied this week and explain how it shaped the people who lived there.
      Math
      Show one worked example from this week's standard and write a one-sentence rule in your own words.
      ELA
      Pull one sentence from the anchor text that surprised you. Explain why in 2–3 sentences.
      Science
      Describe one observation from a model, lab, or diagram and the question it raised.

      Big question

      How did this week's science or math concept change how you understand the civilization or text we studied?

      For the family

      Short summary of this week to share with your child and the rest of the household. Print and post on the fridge.

      ELA

      "Ask: "Who is the main character or speaker in what you read today, and what do they want?" Then have your child read aloud one favorite sentence from "Read Hammurabi's Code excerpts (primary source)"."

      Math

      "Ask your child to teach you tonight's idea in 60 seconds: "Show me one example of fraction division intro: 'how many 1/4 cups in 3 cups?' (6." Teaching it back is the fastest way to lock it in."

      Science

      "Ask: "What did you observe today, and what do you think it means?" Encourage your child to draw a labeled sketch of "Body systems overview: name the 11 systems of the human body" on a sticky note."

      Social Studies

      "At home, ask: "Where on a map would you find what you studied today?" Have your child point it out and tell you one cause and one effect from "Sargon of Akkad — the world's first empire"."

      Worksheets (6)

      1. [1D] Math · Dividing Fractions by Fractions
      2. [Quiz 1.2] Math · Fractions, Factors, and Exponents
      3. [Q1] Math · Q1 Cumulative Assessment
      4. [1B] ELA · Reading Passage: Mesopotamian Scribal Culture (with comprehension)
      5. [Q1] ELA · Q1 ELA Assessment
      6. [Grammar 1.1] ELA · Pronouns, Cases, and Antecedents

      Math · G6-MATH-PKG

      1D

      Dividing Fractions by Fractions

      Standards: 6.NS.A.1·Time: 20–30 min

      Name:  
      Date:  
      Score:  

      __________________

      Part 1: Visual model

      For each problem, think "how many ___ are in ___?" before computing.

      1. How many one-fourths (1/4) are in 1? _____

      2. How many one-thirds (1/3) are in 2? _____

      3. How many halves (1/2) are in 3/4? _____

      4. How many sixths (1/6) are in 1/2? _____

      Part 2: Standard procedure

      Multiply by the reciprocal. Simplify when possible.

      5. 2/3 ÷ 1/4 = _____

      6. 3/5 ÷ 2/3 = _____

      7. 5/6 ÷ 1/2 = _____

      8. 7/8 ÷ 3/4 = _____

      9. 4/9 ÷ 2/3 = _____

      10. 11/12 ÷ 1/3 = _____

      Part 3: Mixed numbers

      Convert mixed numbers to improper fractions first.

      11. 2 1/2 ÷ 1/4 = _____

      12. 3 1/3 ÷ 5/6 = _____

      13. 4 ÷ 2/3 = _____

      Part 4: Word problems

      14. A scribe has 3/4 of a roll of papyrus. Each scroll requires 1/8 of a roll. How many scrolls can he make? _____

      15. A recipe calls for 2/3 cup of olive oil per loaf. If a baker has 4 cups of olive oil, how many loaves can she make? _____

      16. A piece of cloth is 5/6 of a yard long. If each banner uses 1/12 of a yard, how many banners can be made? _____

      Math · G6-MATH-PKG

      Quiz 1.2

      Fractions, Factors, and Exponents

      Standards: 6.NS.A.1, 6.NS.B.4, 6.EE.A.1·Time: 20 min

      Name:  
      Date:  
      Score:  

      __________________ Score: _____ / 10

      1. Find the GCF of 24 and 32: _____

      2. Find the LCM of 6 and 8: _____

      3. Rewrite 18 + 24 as the GCF times a sum: _____ × (_____ + _____)

      4. Compute: 3/4 ÷ 1/2 = _____

      5. Compute: 5/6 ÷ 2/3 = _____

      6. Compute: 2 1/3 ÷ 1/2 = _____

      7. Evaluate: 4² = _____

      8. Evaluate: 2⁵ = _____

      9. Evaluate: (3 + 2)² − 8 = _____

      10. A trader has 5/8 of a sack of grain. Each loaf of bread uses 1/16 of the sack. How many loaves can she make? _____

      Math · G6-MATH-PKG

      Q1

      Q1 Cumulative Assessment

      Standards: 6.RP.A.1, 6.RP.A.2, 6.NS.A.1, 6.NS.B.4, 6.EE.A.1·Time: 40–50 min

      Name:  
      Date:  
      Score:  

      __________________ Score: _____ / 15

      1. A school has 80 sixth-graders and 60 seventh-graders. Write the ratio of sixth to seventh in simplest form: _____:_____.

      2. Find a ratio equivalent to 6:9 (different from 6:9): _____:_____.

      3. A bag of 8 mangoes costs $6. Unit price per mango = $_____.

      4. Whose pace is faster: Runner A doing 5 miles in 40 minutes, or Runner B doing 4 miles in 30 minutes? _____

      5. GCF of 36 and 54 = _____

      6. LCM of 9 and 12 = _____

      7. Rewrite 28 + 42 as the GCF times a sum: _____ × (_____ + _____)

      8. Compute: 4/5 ÷ 2/3 = _____

      9. Compute: 7/8 ÷ 1/4 = _____

      10. Compute: 3 1/2 ÷ 7/8 = _____

      11. Evaluate: 3³ = _____

      12. Evaluate: 7² = _____

      13. Evaluate: (2 + 4)² ÷ 4 = _____

      14. A merchant has 12 jars of olive oil and 18 jars of wine. He wants to pack them into identical boxes with no leftovers. Greatest number of boxes? _____ Oil per box? _____ Wine per box? _____

      15. A field is 3/4 of an acre. Each plot is 1/8 of an acre. How many plots fit in the field? _____


         **QUARTER 2 --- OPERATIONAL FLUENCY AND ALGEBRA FOUNDATIONS**
      

      ELA · G6-ELA-PKG

      1B

      Reading Passage: Mesopotamian Scribal Culture (with comprehension)

      Standards: RI.6.1, RI.6.2, RI.6.6

      Name:  
      Date:  
      Score:  

      __________________

      Read the passage carefully. Then answer the questions below in complete sentences. Use specific evidence from the text.

      ELA · G6-ELA-PKG

      Q1

      Q1 ELA Assessment

      Standards: RL.6.1, RL.6.2, RI.6.2, L.6.1, L.6.4, W.6.2

      Name:  
      Date:  
      Score:  

      __________________ Score: _____ / 20

      Part 1: Reading comprehension (5 points)

      Re-read this short excerpt before answering.

      ELA · G6-ELA-PKG

      Grammar 1.1

      Pronouns, Cases, and Antecedents

      Standards: L.6.1

      Name:  
      Date:  
      Score:  

      __________________ Score: _____ / 10

      Part 1: Choose the correct pronoun

      1. Ranofer and (I/me) went to the market. _____

      2. The teacher gave the tablets to (he/him) and (I/me). _____

      3. Between you and (I/me), I think Gebu is hiding something. _____

      4. (Who/Whom) did Heqet help in the scribal school? _____

      5. The book is (hers/her's). _____

      Part 2: Identify the antecedent

      6. Ranofer realized that he had made a mistake. Antecedent of "he": _____

      7. Each scribe brought his own reed. Antecedent of "his": _____

      8. The students cleaned the tablets that they had used. Antecedent of "they": _____

      Part 3: Fix the pronoun error (or write "correct")

      9. Mary and her went to the temple. Corrected: _____

      10. Each student must bring their tablet. Suggest a clearer revision: _____

      Teacher section — remove before giving to student

      Answer keys

      5 of 7 items have keys on file.

      Answer key · Math

      1D: Dividing Fractions by Fractions

      Teacher copy

      1. 4

      2. 6

      3. 1 1/2 (or 3/2)

      4. 3

      5. 8/3 = 2 2/3

      6. 9/10

      7. 5/3 = 1 2/3

      8. 7/6 = 1 1/6

      9. 2/3

      10. 11/4 = 2 3/4

      11. 10 (2.5 ÷ 0.25)

      12. 4 (10/3 × 6/5 = 60/15)

      13. 6 (4 × 3/2)

      14. 6 scrolls (3/4 ÷ 1/8 = 6).

      15. 6 loaves (4 ÷ 2/3 = 6).

      16. 10 banners (5/6 ÷ 1/12 = 10).

      Answer key · Math

      Quiz 1.2: Fractions, Factors, and Exponents

      Teacher copy

      1. 8

      2. 24

      3. 6 × (3 + 4)

      4. 3/2 = 1 1/2

      5. 5/4 = 1 1/4

      6. 14/3 = 4 2/3

      7. 16

      8. 32

      9. 17 (25 − 8)

      10. 10 loaves (5/8 ÷ 1/16 = 10)

      Answer key · Math

      Q1: Q1 Cumulative Assessment

      Teacher copy

      1. 4:3

      2. Sample: 2:3, 12:18

      3. $0.75 per mango

      4. Runner B (7.5 min/mile vs A's 8 min/mile)

      5. 18

      6. 36

      7. 14 × (2 + 3)

      8. 6/5 = 1 1/5

      9. 7/2 = 3 1/2

      10. 4 (7/2 ÷ 7/8 = 7/2 × 8/7 = 4)

      11. 27

      12. 49

      13. 9 (36 ÷ 4)

      14. 6 boxes; 2 oil and 3 wine per box.

      15. 6 plots (3/4 ÷ 1/8 = 6)

      Q2 --- Operational Fluency and Algebra Foundations

      Answer key · ELA

      1B: Reading Passage: Mesopotamian Scribal Culture (with comprehension)

      Teacher copy

      1. Sample main ideas: (a) Mesopotamian scribes invented and developed cuneiform writing, the world's oldest writing system (supported by: "Cuneiform writing was invented in Mesopotamia more than 5,000 years ago"). (b) Scribes preserved knowledge that shaped the modern world (supported by: "thousands of their clay tablets survive in museums around the world").

      2. Originally used for economic transactions (grain storage, sheep, taxes). Over centuries, it expanded to laws, hymns, letters, mathematical problems, and literature like the Epic of Gilgamesh.

      3. Young scribes began at six or seven, studied for ten years or more, copied lists of words, memorized hundreds of cuneiform signs, learned Sumerian and Akkadian, and faced severe discipline including caning for careless writing.

      4. "thousands of their clay tablets survive in museums around the world, baked hard by the fires that destroyed the cities they served" --- or any sentence about tablets surviving.

      5. The author admires scribes; phrases like "remarkable craft," "great rewards," and the closing about modern technology owing them a debt all reveal positive view.

      6. The passage argues that every modern alphabet and keyboard traces back to Mesopotamian scribes. The author's purpose is to show that ancient innovations still matter --- that we depend on what the scribes invented.

      Answer key · ELA

      Q1: Q1 ELA Assessment

      Teacher copy

      1. The Mesopotamian scribe held the city's memory; without him, the city could not function.

      2. "He recorded what grain came in, what went out, who owed what."

      3. Sample: The author respects scribes --- phrases like "the careful pressing of wedges into clay" and "the city's past into the future" show admiration.

      4. Sample theme: Honesty against power requires courage. Students should cite a passage showing Ranofer's moral dilemma about Gebu.

      5. Gebu's harsh treatment forces Ranofer to be careful, hide his ambitions, and learn to act in secret --- shaping his moral choices throughout the novel.

      6. Scripture = a sacred or important written text.

      7. Democracy = rule (kratos) by the people (demos).

      8. Student sentence; should correctly use a root-based word.

      9. My brother and I went home.

      10. Ranofer is the antecedent of "he."

      11. Sample: Both Mesopotamian and Egyptian scribes spent years learning a difficult writing system, were trained in temple schools, and could rise to powerful positions like royal advisor or treasurer. Both civilizations valued literacy and used scribes to record economic and religious life.

      Q2 --- Black Ships Before Troy and Ancient Greece

      SixthGrade · Quarter 1 · Week 3 · Binder packetsixthgrader.org

      Part of the K–6 Homeschool Curriculum series · Grade 6 · Eastern Hemisphere & Ancient Civilizations