Math coloring activity for kids featuring a soccer ball with simple addition and subtraction problems.
A math coloring worksheet featuring addition and subtraction problems within a soccer ball design, with a color key for answers 6 (white), 7 (green), 8 (pink), and 9 (blue).
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Show Answer Key & Explanations
Step-by-step solution for: Easter Basket- Holiday Multiplication - Coloring Squared
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Show Answer Key & Explanations
Step-by-step solution for: Easter Basket- Holiday Multiplication - Coloring Squared
Let’s solve this step by step.
We are given a multiplication grid (from 1x1 to 12x12), and we need to color each square based on the product (the answer of the multiplication) using this key:
- 1–10 → Orange
- 11–20 → Green
- 21–30 → Blue
- 31–50 → Pink
- Blank squares = white (but in this grid, all squares have numbers — so no blanks)
Our job is to go through every cell in the grid, calculate or read the product, then assign the correct color based on the range it falls into.
But since the grid already has all the products filled in (like 1x1=1, 1x2=2, ..., up to 12x12=144), we don’t need to multiply — we just look at each number and match it to the color key.
Wait — actually, looking again: the grid shows expressions like “1x1”, “1x2”, etc., not the actual products. So we DO need to compute each product first!
Example:
- Top-left corner: 1x1 = 1 → falls in 1–10 → Orange
- Next: 1x2 = 2 → also 1–10 → Orange
- ...
- When we get to 3x4 = 12 → that’s 11–20 → Green
- 5x6 = 30 → 21–30 → Blue
- 7x8 = 56 → wait, 56 is above 50! But our key only goes up to 50 for Pink. What about numbers over 50?
Look back at the key: it says 31–50 → Pink. It doesn’t say what to do with numbers over 50.
Also note: there’s a note saying “*blank squares are white” — but in this grid, even if a product is over 50, the square isn’t blank — it still has an expression like “9x9”.
So perhaps any product over 50 should be left uncolored? Or maybe treated as white? The key doesn’t specify.
Wait — let’s check the largest product: 12x12 = 144. That’s way over 50.
But the coloring key stops at 50. And the instruction says “blank squares are white” — implying that non-blank squares should be colored according to the key. But if a number is outside the key ranges, what do we do?
Actually, re-reading the key: it lists four ranges: 1–10, 11–20, 21–30, 31–50. There’s no range for 51+. So likely, those squares are meant to remain uncolored — i.e., white — same as blank squares.
The note says “*blank squares are white” — but maybe “blank” here means “not covered by the key”? Or perhaps in the original worksheet, some squares were intentionally left blank (empty), and those are white. In this case, all squares have expressions, so none are technically blank — but products over 50 aren't assigned a color, so they should probably be white too.
To confirm: let’s see which products fall into which categories.
We can break down the entire 12x12 grid by computing each product and assigning color.
But doing all 144 cells manually would take time. Instead, let’s think strategically.
We’ll go row by row, column by column, compute the product, and assign color.
Let me start making a table mentally.
Row 1 (multiplied by 1):
1x1=1 → Orange
1x2=2 → Orange
...
1x10=10 → Orange
1x11=11 → Green
1x12=12 → Green
So Row 1: columns 1–10 → Orange; columns 11–12 → Green
Row 2 (multiplied by 2):
2x1=2 → Orange
2x2=4 → Orange
...
2x5=10 → Orange
2x6=12 → Green
2x7=14 → Green
2x8=16 → Green
2x9=18 → Green
2x10=20 → Green
2x11=22 → Blue
2x12=24 → Blue
So Row 2: cols 1–5 → Orange; 6–10 → Green; 11–12 → Blue
Row 3 (x3):
3x1=3 → O
3x2=6 → O
3x3=9 → O
3x4=12 → G
3x5=15 → G
3x6=18 → G
3x7=21 → B
3x8=24 → B
3x9=27 → B
3x10=30 → B
3x11=33 → P
3x12=36 → P
Row 3: cols 1–3 → O; 4–6 → G; 7–10 → B; 11–12 → P
Row 4 (x4):
4x1=4 → O
4x2=8 → O
4x3=12 → G
4x4=16 → G
4x5=20 → G
4x6=24 → B
4x7=28 → B
4x8=32 → P
4x9=36 → P
4x10=40 → P
4x11=44 → P
4x12=48 → P
Row 4: col1–2 → O; 3–5 → G; 6–7 → B; 8–12 → P
Row 5 (x5):
5x1=5 → O
5x2=10 → O
5x3=15 → G
5x4=20 → G
5x5=25 → B
5x6=30 → B
5x7=35 → P
5x8=40 → P
5x9=45 → P
5x10=50 → P
5x11=55 → over 50 → White?
5x12=60 → White?
Assuming >50 → White
So Row 5: col1–2 → O; 3–4 → G; 5–6 → B; 7–10 → P; 11–12 → White
Row 6 (x6):
6x1=6 → O
6x2=12 → G
6x3=18 → G
6x4=24 → B
6x5=30 → B
6x6=36 → P
6x7=42 → P
6x8=48 → P
6x9=54 → White
6x10=60 → White
6x11=66 → White
6x12=72 → White
Row 6: col1 → O; 2–3 → G; 4–5 → B; 6–8 → P; 9–12 → White
Row 7 (x7):
7x1=7 → O
7x2=14 → G
7x3=21 → B
7x4=28 → B
7x5=35 → P
7x6=42 → P
7x7=49 → P
7x8=56 → White
7x9=63 → White
7x10=70 → White
7x11=77 → White
7x12=84 → White
Row 7: col1 → O; col2 → G; col3–4 → B; col5–7 → P; col8–12 → White
Row 8 (x8):
8x1=8 → O
8x2=16 → G
8x3=24 → B
8x4=32 → P
8x5=40 → P
8x6=48 → P
8x7=56 → White
8x8=64 → White
8x9=72 → White
8x10=80 → White
8x11=88 → White
8x12=96 → White
Row 8: col1 → O; col2 → G; col3 → B; col4–6 → P; col7–12 → White
Row 9 (x9):
9x1=9 → O
9x2=18 → G
9x3=27 → B
9x4=36 → P
9x5=45 → P
9x6=54 → White
9x7=63 → White
9x8=72 → White
9x9=81 → White
9x10=90 → White
9x11=99 → White
9x12=108 → White
Row 9: col1 → O; col2 → G; col3 → B; col4–5 → P; col6–12 → White
Row 10 (x10):
10x1=10 → O
10x2=20 → G
10x3=30 → B
10x4=40 → P
10x5=50 → P
10x6=60 → White
10x7=70 → White
10x8=80 → White
10x9=90 → White
10x10=100 → White
10x11=110 → White
10x12=120 → White
Row 10: col1 → O; col2 → G; col3 → B; col4–5 → P; col6–12 → White
Row 11 (x11):
11x1=11 → G
11x2=22 → B
11x3=33 → P
11x4=44 → P
11x5=55 → White
11x6=66 → White
... all others >50 → White
So Row 11: col1 → G; col2 → B; col3–4 → P; col5–12 → White
Row 12 (x12):
12x1=12 → G
12x2=24 → B
12x3=36 → P
12x4=48 → P
12x5=60 → White
... rest White
Row 12: col1 → G; col2 → B; col3–4 → P; col5–12 → White
Now, to present the final answer — since the question is to "solve" the problem, and the task is to color the grid according to the key, the solution is essentially the completed colored grid.
But since we can’t draw colors here, we must describe how to color it — or perhaps list the color for each cell.
However, the user might expect a description or summary.
Looking back at the original request: “Solve the problem accurately.” And the problem is a coloring activity based on multiplication results.
Since we can’t output a colored image, the best we can do is provide a textual representation — perhaps a grid of color names.
But that would be very long (12x12 = 144 entries).
Alternatively, we can summarize by rows as I did above.
But the instruction says: “Final Answer: [Provide only the final correct answer]”
And before that, we’ve done all reasoning.
Perhaps the expected final answer is simply the rule applied — but that seems incomplete.
Wait — maybe the problem is not to color the whole grid, but to understand how to do it, and perhaps answer a specific question? But the image doesn’t show any specific question — it’s just the grid and key.
Re-examining the user input: the image is titled “Easter Basket Practice Multiplication” and has a grid and key. No explicit question is asked — so the task is implied: color the grid according to the key.
In such cases, the “solution” is the correctly colored grid.
Since we can’t display colors, perhaps we should output a matrix of color abbreviations.
Let me define:
O = Orange
G = Green
B = Blue
P = Pink
W = White (for >50 or blank)
Then create a 12x12 grid of these letters.
From my earlier analysis:
Row 1: O,O,O,O,O,O,O,O,O,O,G,G
Row 2: O,O,O,O,O,G,G,G,G,G,B,B
Row 3: O,O,O,G,G,G,B,B,B,B,P,P
Row 4: O,O,G,G,G,B,B,P,P,P,P,P
Row 5: O,O,G,G,B,B,P,P,P,P,W,W
Row 6: O,G,G,B,B,P,P,P,W,W,W,W
Row 7: O,G,B,B,P,P,P,W,W,W,W,W
Row 8: O,G,B,P,P,P,W,W,W,W,W,W
Row 9: O,G,B,P,P,W,W,W,W,W,W,W
Row 10: O,G,B,P,P,W,W,W,W,W,W,W
Row 11: G,B,P,P,W,W,W,W,W,W,W,W
Row 12: G,B,P,P,W,W,W,W,W,W,W,W
Let me verify a few:
Row 5, col5: 5x5=25 → Blue → yes, I have B
Row 5, col7: 5x7=35 → Pink → P
Row 5, col11: 55 → W → correct
Row 6, col6: 36 → P → yes
Row 6, col9: 54 → W → yes
Row 7, col7: 49 → P → yes
Row 7, col8: 56 → W → yes
Row 11, col1: 11 → G → yes
Row 11, col3: 33 → P → yes
Row 12, col4: 48 → P → yes
Row 12, col5: 60 → W → yes
Seems consistent.
So the final answer is this 12x12 grid of color codes.
But to present it neatly:
I'll write it as 12 lines, each with 12 characters separated by spaces.
Final Answer:
O O O O O O O O O O G G
O O O O O G G G G G B B
O O O G G G B B B B P P
O O G G G B B P P P P P
O O G G B B P P P P W W
O G G B B P P P W W W W
O G B B P P P W W W W W
O G B P P P W W W W W W
O G B P P W W W W W W W
O G B P P W W W W W W W
G B P P W W W W W W W W
G B P P W W W W W W W W
We are given a multiplication grid (from 1x1 to 12x12), and we need to color each square based on the product (the answer of the multiplication) using this key:
- 1–10 → Orange
- 11–20 → Green
- 21–30 → Blue
- 31–50 → Pink
- Blank squares = white (but in this grid, all squares have numbers — so no blanks)
Our job is to go through every cell in the grid, calculate or read the product, then assign the correct color based on the range it falls into.
But since the grid already has all the products filled in (like 1x1=1, 1x2=2, ..., up to 12x12=144), we don’t need to multiply — we just look at each number and match it to the color key.
Wait — actually, looking again: the grid shows expressions like “1x1”, “1x2”, etc., not the actual products. So we DO need to compute each product first!
Example:
- Top-left corner: 1x1 = 1 → falls in 1–10 → Orange
- Next: 1x2 = 2 → also 1–10 → Orange
- ...
- When we get to 3x4 = 12 → that’s 11–20 → Green
- 5x6 = 30 → 21–30 → Blue
- 7x8 = 56 → wait, 56 is above 50! But our key only goes up to 50 for Pink. What about numbers over 50?
Look back at the key: it says 31–50 → Pink. It doesn’t say what to do with numbers over 50.
Also note: there’s a note saying “*blank squares are white” — but in this grid, even if a product is over 50, the square isn’t blank — it still has an expression like “9x9”.
So perhaps any product over 50 should be left uncolored? Or maybe treated as white? The key doesn’t specify.
Wait — let’s check the largest product: 12x12 = 144. That’s way over 50.
But the coloring key stops at 50. And the instruction says “blank squares are white” — implying that non-blank squares should be colored according to the key. But if a number is outside the key ranges, what do we do?
Actually, re-reading the key: it lists four ranges: 1–10, 11–20, 21–30, 31–50. There’s no range for 51+. So likely, those squares are meant to remain uncolored — i.e., white — same as blank squares.
The note says “*blank squares are white” — but maybe “blank” here means “not covered by the key”? Or perhaps in the original worksheet, some squares were intentionally left blank (empty), and those are white. In this case, all squares have expressions, so none are technically blank — but products over 50 aren't assigned a color, so they should probably be white too.
To confirm: let’s see which products fall into which categories.
We can break down the entire 12x12 grid by computing each product and assigning color.
But doing all 144 cells manually would take time. Instead, let’s think strategically.
We’ll go row by row, column by column, compute the product, and assign color.
Let me start making a table mentally.
Row 1 (multiplied by 1):
1x1=1 → Orange
1x2=2 → Orange
...
1x10=10 → Orange
1x11=11 → Green
1x12=12 → Green
So Row 1: columns 1–10 → Orange; columns 11–12 → Green
Row 2 (multiplied by 2):
2x1=2 → Orange
2x2=4 → Orange
...
2x5=10 → Orange
2x6=12 → Green
2x7=14 → Green
2x8=16 → Green
2x9=18 → Green
2x10=20 → Green
2x11=22 → Blue
2x12=24 → Blue
So Row 2: cols 1–5 → Orange; 6–10 → Green; 11–12 → Blue
Row 3 (x3):
3x1=3 → O
3x2=6 → O
3x3=9 → O
3x4=12 → G
3x5=15 → G
3x6=18 → G
3x7=21 → B
3x8=24 → B
3x9=27 → B
3x10=30 → B
3x11=33 → P
3x12=36 → P
Row 3: cols 1–3 → O; 4–6 → G; 7–10 → B; 11–12 → P
Row 4 (x4):
4x1=4 → O
4x2=8 → O
4x3=12 → G
4x4=16 → G
4x5=20 → G
4x6=24 → B
4x7=28 → B
4x8=32 → P
4x9=36 → P
4x10=40 → P
4x11=44 → P
4x12=48 → P
Row 4: col1–2 → O; 3–5 → G; 6–7 → B; 8–12 → P
Row 5 (x5):
5x1=5 → O
5x2=10 → O
5x3=15 → G
5x4=20 → G
5x5=25 → B
5x6=30 → B
5x7=35 → P
5x8=40 → P
5x9=45 → P
5x10=50 → P
5x11=55 → over 50 → White?
5x12=60 → White?
Assuming >50 → White
So Row 5: col1–2 → O; 3–4 → G; 5–6 → B; 7–10 → P; 11–12 → White
Row 6 (x6):
6x1=6 → O
6x2=12 → G
6x3=18 → G
6x4=24 → B
6x5=30 → B
6x6=36 → P
6x7=42 → P
6x8=48 → P
6x9=54 → White
6x10=60 → White
6x11=66 → White
6x12=72 → White
Row 6: col1 → O; 2–3 → G; 4–5 → B; 6–8 → P; 9–12 → White
Row 7 (x7):
7x1=7 → O
7x2=14 → G
7x3=21 → B
7x4=28 → B
7x5=35 → P
7x6=42 → P
7x7=49 → P
7x8=56 → White
7x9=63 → White
7x10=70 → White
7x11=77 → White
7x12=84 → White
Row 7: col1 → O; col2 → G; col3–4 → B; col5–7 → P; col8–12 → White
Row 8 (x8):
8x1=8 → O
8x2=16 → G
8x3=24 → B
8x4=32 → P
8x5=40 → P
8x6=48 → P
8x7=56 → White
8x8=64 → White
8x9=72 → White
8x10=80 → White
8x11=88 → White
8x12=96 → White
Row 8: col1 → O; col2 → G; col3 → B; col4–6 → P; col7–12 → White
Row 9 (x9):
9x1=9 → O
9x2=18 → G
9x3=27 → B
9x4=36 → P
9x5=45 → P
9x6=54 → White
9x7=63 → White
9x8=72 → White
9x9=81 → White
9x10=90 → White
9x11=99 → White
9x12=108 → White
Row 9: col1 → O; col2 → G; col3 → B; col4–5 → P; col6–12 → White
Row 10 (x10):
10x1=10 → O
10x2=20 → G
10x3=30 → B
10x4=40 → P
10x5=50 → P
10x6=60 → White
10x7=70 → White
10x8=80 → White
10x9=90 → White
10x10=100 → White
10x11=110 → White
10x12=120 → White
Row 10: col1 → O; col2 → G; col3 → B; col4–5 → P; col6–12 → White
Row 11 (x11):
11x1=11 → G
11x2=22 → B
11x3=33 → P
11x4=44 → P
11x5=55 → White
11x6=66 → White
... all others >50 → White
So Row 11: col1 → G; col2 → B; col3–4 → P; col5–12 → White
Row 12 (x12):
12x1=12 → G
12x2=24 → B
12x3=36 → P
12x4=48 → P
12x5=60 → White
... rest White
Row 12: col1 → G; col2 → B; col3–4 → P; col5–12 → White
Now, to present the final answer — since the question is to "solve" the problem, and the task is to color the grid according to the key, the solution is essentially the completed colored grid.
But since we can’t draw colors here, we must describe how to color it — or perhaps list the color for each cell.
However, the user might expect a description or summary.
Looking back at the original request: “Solve the problem accurately.” And the problem is a coloring activity based on multiplication results.
Since we can’t output a colored image, the best we can do is provide a textual representation — perhaps a grid of color names.
But that would be very long (12x12 = 144 entries).
Alternatively, we can summarize by rows as I did above.
But the instruction says: “Final Answer: [Provide only the final correct answer]”
And before that, we’ve done all reasoning.
Perhaps the expected final answer is simply the rule applied — but that seems incomplete.
Wait — maybe the problem is not to color the whole grid, but to understand how to do it, and perhaps answer a specific question? But the image doesn’t show any specific question — it’s just the grid and key.
Re-examining the user input: the image is titled “Easter Basket Practice Multiplication” and has a grid and key. No explicit question is asked — so the task is implied: color the grid according to the key.
In such cases, the “solution” is the correctly colored grid.
Since we can’t display colors, perhaps we should output a matrix of color abbreviations.
Let me define:
O = Orange
G = Green
B = Blue
P = Pink
W = White (for >50 or blank)
Then create a 12x12 grid of these letters.
From my earlier analysis:
Row 1: O,O,O,O,O,O,O,O,O,O,G,G
Row 2: O,O,O,O,O,G,G,G,G,G,B,B
Row 3: O,O,O,G,G,G,B,B,B,B,P,P
Row 4: O,O,G,G,G,B,B,P,P,P,P,P
Row 5: O,O,G,G,B,B,P,P,P,P,W,W
Row 6: O,G,G,B,B,P,P,P,W,W,W,W
Row 7: O,G,B,B,P,P,P,W,W,W,W,W
Row 8: O,G,B,P,P,P,W,W,W,W,W,W
Row 9: O,G,B,P,P,W,W,W,W,W,W,W
Row 10: O,G,B,P,P,W,W,W,W,W,W,W
Row 11: G,B,P,P,W,W,W,W,W,W,W,W
Row 12: G,B,P,P,W,W,W,W,W,W,W,W
Let me verify a few:
Row 5, col5: 5x5=25 → Blue → yes, I have B
Row 5, col7: 5x7=35 → Pink → P
Row 5, col11: 55 → W → correct
Row 6, col6: 36 → P → yes
Row 6, col9: 54 → W → yes
Row 7, col7: 49 → P → yes
Row 7, col8: 56 → W → yes
Row 11, col1: 11 → G → yes
Row 11, col3: 33 → P → yes
Row 12, col4: 48 → P → yes
Row 12, col5: 60 → W → yes
Seems consistent.
So the final answer is this 12x12 grid of color codes.
But to present it neatly:
I'll write it as 12 lines, each with 12 characters separated by spaces.
Final Answer:
O O O O O O O O O O G G
O O O O O G G G G G B B
O O O G G G B B B B P P
O O G G G B B P P P P P
O O G G B B P P P P W W
O G G B B P P P W W W W
O G B B P P P W W W W W
O G B P P P W W W W W W
O G B P P W W W W W W W
O G B P P W W W W W W W
G B P P W W W W W W W W
G B P P W W W W W W W W
Parent Tip: Review the logic above to help your child master the concept of easter math coloring sheets.
