Kids can practice their multiplication skills by solving the equations in each section of this lion drawing and coloring it according to the key.
Lion multiplication coloring sheet with math problems to solve and color by number key.
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Show Answer Key & Explanations
Step-by-step solution for: Celebrate Summer! Multiplication Mosaics Color By Number ...
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Show Answer Key & Explanations
Step-by-step solution for: Celebrate Summer! Multiplication Mosaics Color By Number ...
Let's solve this "Cool Calculations" coloring puzzle step by step.
---
Solve each multiplication problem in the image, then color the sections based on the color key:
- 0–25 → Orange
- 26–50 → Blue
- 51–75 → Tan
- 76–100 → Dark Brown
The image is a cat-shaped design divided into sections, each containing a multiplication problem. We'll calculate each one and assign the correct color.
---
Let’s go through each section (we’ll label them as we go):
#### Top of head:
- `7 × 6 = 42` → Blue (26–50)
- `3 × 10 = 30` → Blue
- `12 × 7 = 84` → Dark Brown (76–100)
- `8 × 9 = 72` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `4 × 9 = 36` → Blue
- `10 × 7 = 70` → Dark Brown
#### Left ear:
- `3 × 12 = 36` → Blue
- `5 × 7 = 35` → Blue
- `10 × 10 = 100` → Dark Brown
- `6 × 10 = 60` → Tan (51–75)
#### Right ear:
- `9 × 8 = 72` → Dark Brown
- `2 × 12 = 24` → Orange (0–25)
- `10 × 9 = 90` → Dark Brown
- `5 × 5 = 25` → Orange
#### Face:
- `10 × 5 = 50` → Blue
- `10 × 6 = 60` → Tan
- `10 × 4 = 40` → Blue
- `10 × 7 = 70` → Dark Brown
- `10 × 3 = 30` → Blue
- `10 × 8 = 80` → Dark Brown
- `10 × 2 = 20` → Orange
- `10 × 9 = 90` → Dark Brown
- `10 × 1 = 10` → Orange
#### Whiskers & mouth area:
- `10 × 2 = 20` → Orange
- `10 × 3 = 30` → Blue
- `10 × 4 = 40` → Blue
- `10 × 5 = 50` → Blue
- `10 × 6 = 60` → Tan
- `10 × 7 = 70` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
#### Body:
- `6 × 10 = 60` → Tan
- `4 × 8 = 32` → Blue
- `7 × 10 = 70` → Dark Brown
- `5 × 5 = 25` → Orange
- `4 × 5 = 20` → Orange
- `3 × 10 = 30` → Blue
- `5 × 8 = 40` → Blue
- `6 × 6 = 36` → Blue
- `5 × 9 = 45` → Blue
- `4 × 10 = 40` → Blue
- `5 × 7 = 35` → Blue
- `3 × 9 = 27` → Blue
- `4 × 10 = 40` → Blue
- `3 × 10 = 30` → Blue
- `4 × 10 = 40` → Blue
- `5 × 5 = 25` → Orange
- `4 × 10 = 40` → Blue
- `5 × 7 = 35` → Blue
- `6 × 10 = 60` → Tan
- `7 × 10 = 70` → Dark Brown
- `5 × 8 = 40` → Blue
- `6 × 6 = 36` → Blue
- `5 × 9 = 45` → Blue
- `4 × 10 = 40` → Blue
---
Now let’s map the colors:
| Product | Color |
|--------|--------------|
| 0–25 | Orange |
| 26–50 | Blue |
| 51–75 | Tan |
| 76–100 | Dark Brown |
Let’s summarize the results per region:
#### ✔ Orange (0–25):
- `3 × 12 = 36` → No (Blue)
- `2 × 12 = 24` → ✔ Orange
- `5 × 5 = 25` → ✔ Orange
- `10 × 2 = 20` → ✔ Orange
- `10 × 1 = 10` → ✔ Orange
- `4 × 5 = 20` → ✔ Orange
- `5 × 5 = 25` → ✔ Orange
- `3 × 9 = 27` → Blue (not Orange)
Wait! Let's double-check:
Actually:
- `5 × 5 = 25` → Orange ✔
- `4 × 5 = 20` → ✔
- `2 × 12 = 24` → ✔
- `10 × 1 = 10` → ✔
- `10 × 2 = 20` → ✔
So Orange sections are:
- `2 × 12`
- `5 × 5` (bottom right)
- `4 × 5`
- `10 × 1`
- `10 × 2`
Wait — `3 × 9 = 27` → Blue, not Orange.
But `5 × 5 = 25` → Orange
Also, `3 × 9 = 27` → Blue
So only values ≤25 are Orange.
So:
- `2 × 12 = 24` → Orange
- `5 × 5 = 25` → Orange
- `4 × 5 = 20` → Orange
- `10 × 1 = 10` → Orange
- `10 × 2 = 20` → Orange
- `5 × 5 = 25` (again) → Orange
Wait — there are two `5 × 5 = 25`? Yes — one near left ear, one near bottom.
So total Orange:
→ `2 × 12`, `5 × 5` (twice), `4 × 5`, `10 × 1`, `10 × 2`
#### ✔ Blue (26–50):
- `7 × 6 = 42` → Blue
- `3 × 10 = 30` → Blue
- `4 × 9 = 36` → Blue
- `3 × 12 = 36` → Blue
- `5 × 7 = 35` → Blue
- `10 × 5 = 50` → Blue
- `10 × 4 = 40` → Blue
- `10 × 3 = 30` → Blue
- `10 × 2 = 20` → Orange (already counted)
- `6 × 10 = 60` → Tan
- `4 × 8 = 32` → Blue
- `3 × 10 = 30` → Blue
- `5 × 8 = 40` → Blue
- `6 × 6 = 36` → Blue
- `5 × 9 = 45` → Blue
- `4 × 10 = 40` → Blue
- `5 × 7 = 35` → Blue
- `3 × 9 = 27` → Blue
- `4 × 10 = 40` → Blue
- `5 × 5 = 25` → Orange
So many Blue sections!
List:
- `7×6`, `3×10`, `4×9`, `3×12`, `5×7`, `10×5`, `10×4`, `10×3`, `4×8`, `3×10`, `5×8`, `6×6`, `5×9`, `4×10`, `5×7`, `3×9`, `4×10`, etc.
Most of the face and body are Blue.
#### ✔ Tan (51–75):
- `6 × 10 = 60` → Tan
- `10 × 6 = 60` → Tan
- `10 × 5 = 50` → Blue
- `10 × 7 = 70` → Dark Brown
So:
- `6 × 10 = 60` → Tan
- `10 × 6 = 60` → Tan
- `10 × 7 = 70` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
Wait: `10 × 7 = 70` → Tan? Wait! 70 is between 51–75 → ✔ Tan
Yes!
- `10 × 7 = 70` → Tan
- `10 × 6 = 60` → Tan
- `6 × 10 = 60` → Tan
- `10 × 5 = 50` → Blue (not Tan)
So Tan:
- `6 × 10`, `10 × 6`, `10 × 7`
Wait — but `10 × 7 = 70` → Tan ✔
And `10 × 8 = 80` → Dark Brown
So only three Tan areas?
Wait — what about `10 × 7` appears multiple times?
Yes, likely:
- One `10 × 7` in face → 70 → Tan
- Another `10 × 7` in whisker area → 70 → Tan
- `10 × 6 = 60` → Tan
- `6 × 10 = 60` → Tan
So Tan sections:
- `6 × 10`, `10 × 6`, `10 × 7` (twice?)
But `10 × 7` appears at least twice.
#### ✔ Dark Brown (76–100):
- `12 × 7 = 84` → Dark Brown
- `8 × 9 = 72` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
- `10 × 10 = 100` → Dark Brown
- `10 × 7 = 70` → Tan (not Dark Brown)
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
- `7 × 10 = 70` → Tan
- `10 × 9 = 90` → Dark Brown
So:
- `12 × 7 = 84` → Dark Brown
- `8 × 9 = 72` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
- `10 × 10 = 100` → Dark Brown
- `10 × 8 = 80` → Dark Brown (again)
- `10 × 9 = 90` → Dark Brown (again)
- `7 × 10 = 70` → Tan
- `10 × 7 = 70` → Tan
So Dark Brown:
- `12 × 7`, `8 × 9`, `10 × 8`, `10 × 9`, `10 × 10`, and possibly others
Wait — `10 × 8` appears multiple times? Yes — likely in ears and whiskers.
So final summary:
---
#### 🔵 Blue (26–50) – Most of the cat's face and body
- All products from 26 to 50 → Blue
- Includes: `3×10=30`, `4×9=36`, `5×7=35`, `10×5=50`, `10×4=40`, `10×3=30`, `4×8=32`, `5×8=40`, `6×6=36`, `5×9=45`, `4×10=40`, `3×9=27`, etc.
#### 🟧 Orange (0–25) – Small sections
- `2 × 12 = 24`
- `5 × 5 = 25` (twice)
- `4 × 5 = 20`
- `10 × 1 = 10`
- `10 × 2 = 20`
These are usually in the corners or small areas.
#### 🟫 Tan (51–75) – Medium values
- `6 × 10 = 60`
- `10 × 6 = 60`
- `10 × 7 = 70` (appears multiple times)
#### 🟫🟫 Dark Brown (76–100) – Larger products
- `12 × 7 = 84`
- `8 × 9 = 72`
- `10 × 8 = 80`
- `10 × 9 = 90`
- `10 × 10 = 100`
---
1. Find all sections with problems.
2. Calculate each product.
3. Use the color key:
- Orange: 0–25
- Blue: 26–50
- Tan: 51–75
- Dark Brown: 76–100
---
- `3 × 12 = 36` → Blue
- `2 × 12 = 24` → Orange
- `10 × 10 = 100` → Dark Brown
- `10 × 7 = 70` → Tan
---
After coloring:
- The ears will have a mix: some blue, some dark brown, and one orange (`2×12`)
- The face has blue and tan
- The body is mostly blue and tan
- The top of head has dark brown (`12×7`, `8×9`, etc.)
You’ll get a colorful cat with a pattern based on math!
---
> Solve each multiplication problem, then use the color key:
> - 0–25 → Orange
> - 26–50 → Blue
> - 51–75 → Tan
> - 76–100 → Dark Brown
>
> Color each section accordingly.
This creates a fun, educational coloring activity where math determines the art!
Would you like me to create a printable version or provide a table of all answers?
---
🎯 Objective:
Solve each multiplication problem in the image, then color the sections based on the color key:
- 0–25 → Orange
- 26–50 → Blue
- 51–75 → Tan
- 76–100 → Dark Brown
The image is a cat-shaped design divided into sections, each containing a multiplication problem. We'll calculate each one and assign the correct color.
---
🔢 Step 1: Solve Each Multiplication Problem
Let’s go through each section (we’ll label them as we go):
#### Top of head:
- `7 × 6 = 42` → Blue (26–50)
- `3 × 10 = 30` → Blue
- `12 × 7 = 84` → Dark Brown (76–100)
- `8 × 9 = 72` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `4 × 9 = 36` → Blue
- `10 × 7 = 70` → Dark Brown
#### Left ear:
- `3 × 12 = 36` → Blue
- `5 × 7 = 35` → Blue
- `10 × 10 = 100` → Dark Brown
- `6 × 10 = 60` → Tan (51–75)
#### Right ear:
- `9 × 8 = 72` → Dark Brown
- `2 × 12 = 24` → Orange (0–25)
- `10 × 9 = 90` → Dark Brown
- `5 × 5 = 25` → Orange
#### Face:
- `10 × 5 = 50` → Blue
- `10 × 6 = 60` → Tan
- `10 × 4 = 40` → Blue
- `10 × 7 = 70` → Dark Brown
- `10 × 3 = 30` → Blue
- `10 × 8 = 80` → Dark Brown
- `10 × 2 = 20` → Orange
- `10 × 9 = 90` → Dark Brown
- `10 × 1 = 10` → Orange
#### Whiskers & mouth area:
- `10 × 2 = 20` → Orange
- `10 × 3 = 30` → Blue
- `10 × 4 = 40` → Blue
- `10 × 5 = 50` → Blue
- `10 × 6 = 60` → Tan
- `10 × 7 = 70` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
#### Body:
- `6 × 10 = 60` → Tan
- `4 × 8 = 32` → Blue
- `7 × 10 = 70` → Dark Brown
- `5 × 5 = 25` → Orange
- `4 × 5 = 20` → Orange
- `3 × 10 = 30` → Blue
- `5 × 8 = 40` → Blue
- `6 × 6 = 36` → Blue
- `5 × 9 = 45` → Blue
- `4 × 10 = 40` → Blue
- `5 × 7 = 35` → Blue
- `3 × 9 = 27` → Blue
- `4 × 10 = 40` → Blue
- `3 × 10 = 30` → Blue
- `4 × 10 = 40` → Blue
- `5 × 5 = 25` → Orange
- `4 × 10 = 40` → Blue
- `5 × 7 = 35` → Blue
- `6 × 10 = 60` → Tan
- `7 × 10 = 70` → Dark Brown
- `5 × 8 = 40` → Blue
- `6 × 6 = 36` → Blue
- `5 × 9 = 45` → Blue
- `4 × 10 = 40` → Blue
---
🎨 Step 2: Color Based on Results
Now let’s map the colors:
| Product | Color |
|--------|--------------|
| 0–25 | Orange |
| 26–50 | Blue |
| 51–75 | Tan |
| 76–100 | Dark Brown |
Let’s summarize the results per region:
#### ✔ Orange (0–25):
- `3 × 12 = 36` → No (Blue)
- `2 × 12 = 24` → ✔ Orange
- `5 × 5 = 25` → ✔ Orange
- `10 × 2 = 20` → ✔ Orange
- `10 × 1 = 10` → ✔ Orange
- `4 × 5 = 20` → ✔ Orange
- `5 × 5 = 25` → ✔ Orange
- `3 × 9 = 27` → Blue (not Orange)
Wait! Let's double-check:
Actually:
- `5 × 5 = 25` → Orange ✔
- `4 × 5 = 20` → ✔
- `2 × 12 = 24` → ✔
- `10 × 1 = 10` → ✔
- `10 × 2 = 20` → ✔
So Orange sections are:
- `2 × 12`
- `5 × 5` (bottom right)
- `4 × 5`
- `10 × 1`
- `10 × 2`
Wait — `3 × 9 = 27` → Blue, not Orange.
But `5 × 5 = 25` → Orange
Also, `3 × 9 = 27` → Blue
So only values ≤25 are Orange.
So:
- `2 × 12 = 24` → Orange
- `5 × 5 = 25` → Orange
- `4 × 5 = 20` → Orange
- `10 × 1 = 10` → Orange
- `10 × 2 = 20` → Orange
- `5 × 5 = 25` (again) → Orange
Wait — there are two `5 × 5 = 25`? Yes — one near left ear, one near bottom.
So total Orange:
→ `2 × 12`, `5 × 5` (twice), `4 × 5`, `10 × 1`, `10 × 2`
#### ✔ Blue (26–50):
- `7 × 6 = 42` → Blue
- `3 × 10 = 30` → Blue
- `4 × 9 = 36` → Blue
- `3 × 12 = 36` → Blue
- `5 × 7 = 35` → Blue
- `10 × 5 = 50` → Blue
- `10 × 4 = 40` → Blue
- `10 × 3 = 30` → Blue
- `10 × 2 = 20` → Orange (already counted)
- `6 × 10 = 60` → Tan
- `4 × 8 = 32` → Blue
- `3 × 10 = 30` → Blue
- `5 × 8 = 40` → Blue
- `6 × 6 = 36` → Blue
- `5 × 9 = 45` → Blue
- `4 × 10 = 40` → Blue
- `5 × 7 = 35` → Blue
- `3 × 9 = 27` → Blue
- `4 × 10 = 40` → Blue
- `5 × 5 = 25` → Orange
So many Blue sections!
List:
- `7×6`, `3×10`, `4×9`, `3×12`, `5×7`, `10×5`, `10×4`, `10×3`, `4×8`, `3×10`, `5×8`, `6×6`, `5×9`, `4×10`, `5×7`, `3×9`, `4×10`, etc.
Most of the face and body are Blue.
#### ✔ Tan (51–75):
- `6 × 10 = 60` → Tan
- `10 × 6 = 60` → Tan
- `10 × 5 = 50` → Blue
- `10 × 7 = 70` → Dark Brown
So:
- `6 × 10 = 60` → Tan
- `10 × 6 = 60` → Tan
- `10 × 7 = 70` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
Wait: `10 × 7 = 70` → Tan? Wait! 70 is between 51–75 → ✔ Tan
Yes!
- `10 × 7 = 70` → Tan
- `10 × 6 = 60` → Tan
- `6 × 10 = 60` → Tan
- `10 × 5 = 50` → Blue (not Tan)
So Tan:
- `6 × 10`, `10 × 6`, `10 × 7`
Wait — but `10 × 7 = 70` → Tan ✔
And `10 × 8 = 80` → Dark Brown
So only three Tan areas?
Wait — what about `10 × 7` appears multiple times?
Yes, likely:
- One `10 × 7` in face → 70 → Tan
- Another `10 × 7` in whisker area → 70 → Tan
- `10 × 6 = 60` → Tan
- `6 × 10 = 60` → Tan
So Tan sections:
- `6 × 10`, `10 × 6`, `10 × 7` (twice?)
But `10 × 7` appears at least twice.
#### ✔ Dark Brown (76–100):
- `12 × 7 = 84` → Dark Brown
- `8 × 9 = 72` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
- `10 × 10 = 100` → Dark Brown
- `10 × 7 = 70` → Tan (not Dark Brown)
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
- `7 × 10 = 70` → Tan
- `10 × 9 = 90` → Dark Brown
So:
- `12 × 7 = 84` → Dark Brown
- `8 × 9 = 72` → Dark Brown
- `10 × 8 = 80` → Dark Brown
- `10 × 9 = 90` → Dark Brown
- `10 × 10 = 100` → Dark Brown
- `10 × 8 = 80` → Dark Brown (again)
- `10 × 9 = 90` → Dark Brown (again)
- `7 × 10 = 70` → Tan
- `10 × 7 = 70` → Tan
So Dark Brown:
- `12 × 7`, `8 × 9`, `10 × 8`, `10 × 9`, `10 × 10`, and possibly others
Wait — `10 × 8` appears multiple times? Yes — likely in ears and whiskers.
So final summary:
---
🎨 Final Coloring Guide
#### 🔵 Blue (26–50) – Most of the cat's face and body
- All products from 26 to 50 → Blue
- Includes: `3×10=30`, `4×9=36`, `5×7=35`, `10×5=50`, `10×4=40`, `10×3=30`, `4×8=32`, `5×8=40`, `6×6=36`, `5×9=45`, `4×10=40`, `3×9=27`, etc.
#### 🟧 Orange (0–25) – Small sections
- `2 × 12 = 24`
- `5 × 5 = 25` (twice)
- `4 × 5 = 20`
- `10 × 1 = 10`
- `10 × 2 = 20`
These are usually in the corners or small areas.
#### 🟫 Tan (51–75) – Medium values
- `6 × 10 = 60`
- `10 × 6 = 60`
- `10 × 7 = 70` (appears multiple times)
#### 🟫🟫 Dark Brown (76–100) – Larger products
- `12 × 7 = 84`
- `8 × 9 = 72`
- `10 × 8 = 80`
- `10 × 9 = 90`
- `10 × 10 = 100`
---
✔ How to Color the Image:
1. Find all sections with problems.
2. Calculate each product.
3. Use the color key:
- Orange: 0–25
- Blue: 26–50
- Tan: 51–75
- Dark Brown: 76–100
---
💡 Example:
- `3 × 12 = 36` → Blue
- `2 × 12 = 24` → Orange
- `10 × 10 = 100` → Dark Brown
- `10 × 7 = 70` → Tan
---
🖼️ Visual Result:
After coloring:
- The ears will have a mix: some blue, some dark brown, and one orange (`2×12`)
- The face has blue and tan
- The body is mostly blue and tan
- The top of head has dark brown (`12×7`, `8×9`, etc.)
You’ll get a colorful cat with a pattern based on math!
---
✔ Final Answer:
> Solve each multiplication problem, then use the color key:
> - 0–25 → Orange
> - 26–50 → Blue
> - 51–75 → Tan
> - 76–100 → Dark Brown
>
> Color each section accordingly.
This creates a fun, educational coloring activity where math determines the art!
Would you like me to create a printable version or provide a table of all answers?
Parent Tip: Review the logic above to help your child master the concept of solve and color math worksheet.