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Ahead of the Pack Learning
Session Ritual Card
Advanced Track · Month 1 · Week 1 of 4
W1·P1
📘 Week 1 · Multiplication & Division

Name:                            Date:                 
📖 Opening Ritual — 5 Minutes
Week 1 starts now. Take a breath. Get ready. Let's go.
Week 1 — Starting Strong
"Every expert was once a beginner. Every strong person started weak.
Today I choose to begin. I show up, I try, and I do not quit.
This week I am building something — and it starts right now."
🙏 I Am Grateful For
What is one thing you're grateful for today?
💪 I Am Proud Of
What is something you did well recently?
⏱ 0–5 min
Ritual + Manifestation
📐 5–35 min
Math Pages 2–5
📖 35–55 min
Reading Pages 6–9
💪 55–60 min
Life Skills Page 10
This Week
💪
Discipline
Meaning: Discipline is doing the right thing even when you don't feel like it. Motivation fades. Discipline stays.
This week: pick ONE habit to build. Do it every session, no matter what. Write it here: ___________________________
Practice: Tell your parent what discipline means in your own words.
✅ What I Learned Today
Ask: "What's one thing you learned?" — say it out loud first, then write it.
⭐ I Didn't Give Up On
Name one hard thing you pushed through today.
Ahead of the Pack Learning · Month 1 · Week 1
Multiplication Drills
Math · Page 1 of 4 · Week 1
W1·P2
📐 Math

Date:                 
📋 Parent Lesson Brief — Read This First
💡 What Multiplication Means
Multiplication is fast addition. Instead of adding the same number over and over, we use a shortcut.

2 × 4 means "2 added together 4 times" — so 2 + 2 + 2 + 2 = 8.
You can also flip it: 4 × 2 means "4 added together 2 times" — 4 + 4 = 8. Same answer, either way.
🗣 How to Teach It — Say This to Your Child
1 "See this problem: 3 × 5. The first number tells us how many groups. The second number tells us how many are in each group. So 3 × 5 means 3 groups of 5."
2 "Draw 3 circles. Put 5 dots in each. Count all the dots — that's your answer." (Draw it together the first time.)
3 "Once that makes sense, we stop drawing and start remembering. That's what the times tables are — multiplication facts you've memorized so you don't have to count every time."
✏️ Worked Example — Do This One Together Out Loud
4 × 3
= ?
Think: "4 groups of 3."
Draw: ●●●   ●●●   ●●●   ●●●
Count: 3 + 3 + 3 + 3 = 12
So: 4 × 3 = 12
🤝 Try It Together — Parent & Child Solve These First
Work these two problems out loud together before your child works independently. Use the group-drawing method if needed.
2 × 6 =
3 × 5 =
✓ Answers: 12 and 15. If they got it, move on. If not, draw it out one more time together.
Now try these on your own. Solve each problem and write your answer in the box.
2 × 8
3 × 7
4 × 6
2 × 11
3 × 4
3 × 9
4 × 8
2 × 12
3 × 11
4 × 5
4 × 9
2 × 7
3 × 12
4 × 12
2 × 9
5 × 6
6 × 7
7 × 8
5 × 9
6 × 4
6 × 8
7 × 9
5 × 11
6 × 11
7 × 4
7 × 11
5 × 12
6 × 12
7 × 12
5 × 7
8 × 7
9 × 6
12 × 4
8 × 9
9 × 8
12 × 7
8 × 11
9 × 11
12 × 12
8 × 12
💡 Parent Tip
If any fact takes more than 5 seconds, circle it. Those are the ones to drill this week using flashcards or the "say it 5×" method. Speed and accuracy together = fluency.
Find what makes each equation true. Write the missing number in the box.
× 7 = 56
9 × = 72
48 ÷ = 6
× 12 = 144
132 ÷ = 11
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Ahead of the Pack Learning · Month 1 · Week 1
Division & Patterns
Math · Page 2 of 4 · Week 1
W1·P3
📐 Math

Date:                 
💡 Key Idea — Division is Multiplication Backwards
To solve 42 ÷ 7, ask: "What number times 7 equals 42?" Use your times tables as a tool. Division and multiplication are a team.
9 ÷ 3
12 ÷ 4
15 ÷ 5
16 ÷ 4
18 ÷ 6
21 ÷ 7
24 ÷ 8
36 ÷ 9
42 ÷ 7
48 ÷ 6
56 ÷ 8
63 ÷ 9
54 ÷ 6
72 ÷ 8
81 ÷ 9
Complete each fact family. All four equations use the same three numbers.
3 · 4 · 12
3 × 4 =
4 × 3 =
12 ÷ 3 =
12 ÷ 4 =
4 · 6 · 24
4 × 6 =
6 × 4 =
24 ÷ 4 =
24 ÷ 6 =
7 · 8 · 56
7 × 8 =
8 × 7 =
56 ÷ 7 =
56 ÷ 8 =
9 · 11 · 99
9 × 11 =
11 × 9 =
99 ÷ 9 =
99 ÷ 11 =
6 · 12 · 72
6 × 12 =
12 × 6 =
72 ÷ 6 =
72 ÷ 12 =
Fill in the missing numbers in each skip-counting sequence.
×3 pattern 3 → 6 → → 12 → → 18 → → 24 → → 30 → → 36
×7 pattern 7 → 14 → → 28 → → 42 → → 56 → → 70 → → 84
×9 pattern 9 → 18 → → 36 → → 54 → → 72 → → 90 → → 108
Bigger numbers. Same strategy — think multiplication backwards.
96 ÷ 8
108 ÷ 9
84 ÷ 7
132 ÷ 12
144 ÷ 12
🔒

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