🐱 Workbook Practice · Pages 55–57 · Majo
Unit 7A — Division of Whole Numbers
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¡Hola, Majito! 😸
Primero repasa la lección de Chunking y Short Division. ¡Luego practica con los ejercicios exactos de tu libro! 📚🎮
Aprende
Chunking Method & Short Division explicados paso a paso con ejemplos
Practica
Mini ejercicios dentro de la explicación para probar lo que aprendiste
¡Juega!
20 preguntas, 4 modos, puntos y confetti al terminar 🎊
📚 Lesson 1 & 2 · Pages 30–31
Dividing 2-digit numbers by 1-digit numbers
When we divide a big number, we can break it into chunks (groups) to make it easier. ¡Como repartir galletas en grupos iguales, Majito! 🍪
📌 dividend
📌 divisor
📌 quotient
📌 remainder
📌 chunking
📌 short division
1
›
2
›
3
›
4
›
5
🔢 The parts of a division
In 76 ÷ 3 = 25 r 1:
• 76 is the dividend — the number being divided
• 3 is the divisor — we divide BY this number
• 25 is the quotient — the answer
• r 1 is the remainder — what is left over
• 76 is the dividend — the number being divided
• 3 is the divisor — we divide BY this number
• 25 is the quotient — the answer
• r 1 is the remainder — what is left over
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We can also write a remainder as a fraction! If the remainder is 1 and the divisor is 3, we write 25⅓ (25 and 1/3).
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Estimate first by rounding! For 76 ÷ 3, round to 75 ÷ 3 = 25. This tells us our answer is near 25. ¡Muy útil, Majito! 🐱
🧩 Method 1: The Chunking Method — 76 ÷ 3
We split the dividend into place-value chunks (tens first, then ones)
| Step | What we do | Result |
| 1 | Divide the tens: How many groups of 30 (10×3) are in 76? | 2 groups of 30 = 60 |
| 2 | Subtract: 76 − 60 = 16 ones left | 16 left |
| 3 | Divide the ones: How many groups of 3 in 16? → 5 (5×3=15), remainder 1 | 5 groups of 3, r 1 |
| 4 | Add the groups: 20 + 5 = 25, with remainder 1 | 25 r 1 ✓ |
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The chunking method works by finding big chunks first (tens), then dealing with the leftover ones. ¡Como repartir grupos de 10 primero, Majito!
✏️ ¡Inténtalo, Majito! — 99 ÷ 4
What is the first chunk? How many groups of 40 (10×4) are in 99?
✅ ¡Así se hace, Majo! 😸 2 groups of 40 = 80. Then 99 − 80 = 19 left. 19 ÷ 4 = 4 groups of 4 (=16), remainder 3. So 99 ÷ 4 = 24 r 3! 🐾
✍️ Method 2: Short Division (Formal Method) — 99 ÷ 4
This is the neat, compact way to write division. We work left to right, digit by digit.
How it looks:
2
4
r 3
4 )
9
¹
9
Step by step:
① Divide 9 ÷ 4 = 2 remainder 1
② Write 2 above. Carry the 1 to the next digit
③ Now we have ¹9 = 19
④ Divide 19 ÷ 4 = 4 remainder 3
⑤ Write 4 above. Remainder = r 3
99 ÷ 4 = 24 r 3 ✅ (or 24¾)
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The carry (little number) moves the remainder to the next digit, making it part of the next division. ¡Es como pasar lo que sobra al siguiente grupo, Majito! 🐱
✏️ ¡Practiquemos! — 94 ÷ 7
Using short division: 9 ÷ 7 = 1 remainder 2. The ²4 = 24. Now 24 ÷ 7 = ?
✅ ¡Exacto, Majito! 😸 24 ÷ 7 = 3 r 3. So the full answer is 94 ÷ 7 = 13 r 3 (or 13 3/7)! 🐾
📋 Method 3: Expanded Written Method — 99 ÷ 4
This is the long version of short division — it shows every step clearly. ¡Muy útil para no confundirse! 🐱
Expanded method:
What it means:
① How many 4s in 9? → 2 (so 20 from 99 tens chunk)
② 4 × 20 = 80. Subtract: 99 − 80 = 19
③ How many 4s in 19? → 4
④ 4 × 4 = 16. Subtract: 19 − 16 = 3
⑤ Remainder = 3. Answer: 24 r 3 ✅
Both methods give the same answer → 99 ÷ 4 = 24 r 3 ✓
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Estimate first! For 99 ÷ 4, round to 100 ÷ 4 = 25. Our answer (24) is very close — that confirms we're right! 🎯
✏️ ¡Check it, Majito! — 87 ÷ 6
Estimate first: round to 90 ÷ 6 = 15. Which is the correct answer for 87 ÷ 6?
✅ ¡Perfecto, Majito! 🐱 6 × 14 = 84. 87 − 84 = 3. So 87 ÷ 6 = 14 r 3 ✓. The estimate (15) was very close! 🌟
⭐ Key Rules to Remember
1️⃣
Always estimate first! Round the dividend to find an approximate answer before you divide.
2️⃣
Chunking: Divide the tens first → subtract → divide the ones → add up the groups.
3️⃣
Short division: Work left to right, write the quotient above, carry the remainder to the next digit.
4️⃣
Check your answer! Multiply the quotient × divisor and add the remainder. You should get the dividend back.
✅ Quick Check: 99 ÷ 4 = 24 r 3
4 × 24 = 96 + 3 (remainder) = 99 ✓
Or as a mixed number: 24¾ (24 and 3/4)
🏆 ¡Último desafío! — 83 ÷ 4
Use any method you like! What is 83 ÷ 4?
🏆😸 ¡PERFECTA, Majito! 4 × 20 = 80. 83 − 80 = 3. 3 ÷ 4 = 0 r 3. So 83 ÷ 4 = 20 r 3 ✓. Check: 4×20 + 3 = 83 ✓ ¡Eres una superestrella, Majo! 🐾🌟
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¡Hora de demostrar lo que sabes, Majito!
35 preguntas · 4 secciones · ¡Ejercicios del Workbook pp. 55-57! 👇
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🟡 Pág 55 – Place Value Counters
Usa el Chunking Method · ¡Mira las bolitas! 🔴🟡
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¡Sección 1 completa, Majo!
✏️ Pág 57 – Short Division
Divide dígito por dígito · ¡Lleva el carry! 🔢
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¡Increíble, Majito! Sección 2 lista 🐾
✅ True or False – ¿Está correcta?
Verifica estas divisiones del workbook 🤔
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¡Detective de divisiones, Majito! ✅
📖 Pág 57 – Word Problems
¡Problemas del libro! Lee bien y resuelve 🧠
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¡Lo lograste, Majo! ¡Todas las secciones terminadas! 🐾
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¡Felicitaciones, Majo!
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