PAW Patrol Adventures Photo Pennant Banner 12in x 4 1/2 | Party City - Free Printable
Educational worksheet: PAW Patrol Adventures Photo Pennant Banner 12in x 4 1/2 | Party City. Download and print for classroom or home learning activities.
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Step-by-step solution for: PAW Patrol Adventures Photo Pennant Banner 12in x 4 1/2 | Party City
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Show Answer Key & Explanations
Step-by-step solution for: PAW Patrol Adventures Photo Pennant Banner 12in x 4 1/2 | Party City
The image shows two rows of Paw Patrol-themed party banners.
Let’s count the flags in each row:
Top row:
There are 4 triangular flags, each showing one character:
- Marshall (red)
- Chase (blue)
- Skye (pink)
- Rubble (yellow)
→ That’s 4 flags in the top row.
Bottom row:
This row has more items. Let’s list them from left to right:
1. A square photo frame with “PAW PATROL” logo and a boy in green shirt → this is NOT a triangle flag; it’s a rectangular end piece.
2. Triangle flag: Marshall
3. Triangle flag: Chase
4. Triangle flag: Skye
5. Triangle flag: Rubble
6. Triangle flag: Rocky (green)
7. Triangle flag: Zuma (orange)
8. Another square photo frame with “PAW PATROL” logo and a boy in blue shirt → again, not a triangle flag.
So in the bottom row, we have:
- 2 rectangular end pieces (not counted as “flags” if we’re counting only triangular pennants)
- 6 triangular flags (Marshall, Chase, Skye, Rubble, Rocky, Zuma)
But wait — the question isn’t stated! The user just uploaded an image and said “solve the problem accurately.” Since no explicit question was given, I must infer what kind of problem this might be.
Common problems with such images include:
- Counting total number of flags
- Comparing rows
- Finding how many characters appear
- Identifying missing characters
Looking at both rows together:
Top row: 4 flags → Marshall, Chase, Skye, Rubble
Bottom row: 6 triangular flags → Marshall, Chase, Skye, Rubble, Rocky, Zuma
Plus 2 photo frames on ends of bottom row.
If the task is to count total triangular flags, then:
Top: 4
Bottom: 6
Total = 4 + 6 = 10
If including the 2 photo frames as “items on the banner,” then bottom row has 8 items, but they are not all flags.
Since the top row has only triangles, and bottom has triangles plus rectangles, likely the intended count is for triangular pennant flags only.
Also note: In the bottom row, the first and last items are photo frames — these are decorative ends, not part of the repeating flag pattern. So probably not counted as “flags.”
Thus, total triangular flags = 4 (top) + 6 (bottom) = 10
Alternatively, maybe the question is: “How many different Paw Patrol pups are shown?”
List all unique pups across both rows:
From top row:
- Marshall
- Chase
- Skye
- Rubble
From bottom row:
- Marshall (repeat)
- Chase (repeat)
- Skye (repeat)
- Rubble (repeat)
- Rocky (new)
- Zuma (new)
So unique pups: Marshall, Chase, Skye, Rubble, Rocky, Zuma → 6 different pups
But again — without a specific question, it's ambiguous.
Wait — perhaps the original homework task was something like:
> “Count how many Paw Patrol flags are in the picture.”
In that case, we should count every item that looks like a flag — including the photo frames? Probably not, because they are shaped differently.
Another possibility: Maybe the student is supposed to notice that the bottom row includes two extra pups (Rocky and Zuma) not in the top row.
But since no instruction is given, and the system says “solve the problem accurately,” I need to make a reasonable assumption.
Looking again at the image layout:
It appears there are two separate garlands (strings of decorations).
First garland (top): 4 triangular flags
Second garland (bottom): starts and ends with photo frames, and between them are 6 triangular flags.
If the question is simply “how many flags are there?”, and assuming “flag” means triangular pennant, then:
Top: 4
Bottom: 6
Total: 10
If the photo frames are also considered “flags” (even though they’re rectangular), then bottom row has 8 items, so total would be 4 + 8 = 12.
But visually, the photo frames are clearly different — they have borders, photos inside, and logos — while the others are simple triangles with characters.
Therefore, safest answer: 10 triangular flags
Alternatively, maybe the task is to find how many *characters* are displayed, regardless of repetition.
Characters shown:
Top row: Marshall, Chase, Skye, Rubble → 4
Bottom row: Marshall, Chase, Skye, Rubble, Rocky, Zuma → adds Rocky and Zuma
Total unique characters: 6
But again — without knowing the exact question, it’s hard.
Wait — perhaps the original problem was presented elsewhere, and the image is meant to support it. Since the user didn’t provide text, maybe this is a standard counting exercise.
Another angle: Look at the bottom row — it has 8 elements total (including photo frames). Top row has 4.
Maybe the question is: “Which row has more flags?” → Bottom row has 6 triangular vs top’s 4 → bottom has more.
Or: “How many more flags are in the bottom row than the top?” → 6 - 4 = 2
Still guessing.
Perhaps the most neutral and common interpretation is: count all triangular pennant flags in the entire image.
That gives us:
Top row: 4
Bottom row: 6
Total: 10
I think that’s the best bet.
Final check: Are any flags hidden or partially cut off? No — all are fully visible.
Are the photo frames considered flags? Unlikely — they serve as end caps or personalized additions.
So, final decision: Total number of triangular Paw Patrol flags = 10
──────────────────────────────────────
Final Answer:
10
Let’s count the flags in each row:
Top row:
There are 4 triangular flags, each showing one character:
- Marshall (red)
- Chase (blue)
- Skye (pink)
- Rubble (yellow)
→ That’s 4 flags in the top row.
Bottom row:
This row has more items. Let’s list them from left to right:
1. A square photo frame with “PAW PATROL” logo and a boy in green shirt → this is NOT a triangle flag; it’s a rectangular end piece.
2. Triangle flag: Marshall
3. Triangle flag: Chase
4. Triangle flag: Skye
5. Triangle flag: Rubble
6. Triangle flag: Rocky (green)
7. Triangle flag: Zuma (orange)
8. Another square photo frame with “PAW PATROL” logo and a boy in blue shirt → again, not a triangle flag.
So in the bottom row, we have:
- 2 rectangular end pieces (not counted as “flags” if we’re counting only triangular pennants)
- 6 triangular flags (Marshall, Chase, Skye, Rubble, Rocky, Zuma)
But wait — the question isn’t stated! The user just uploaded an image and said “solve the problem accurately.” Since no explicit question was given, I must infer what kind of problem this might be.
Common problems with such images include:
- Counting total number of flags
- Comparing rows
- Finding how many characters appear
- Identifying missing characters
Looking at both rows together:
Top row: 4 flags → Marshall, Chase, Skye, Rubble
Bottom row: 6 triangular flags → Marshall, Chase, Skye, Rubble, Rocky, Zuma
Plus 2 photo frames on ends of bottom row.
If the task is to count total triangular flags, then:
Top: 4
Bottom: 6
Total = 4 + 6 = 10
If including the 2 photo frames as “items on the banner,” then bottom row has 8 items, but they are not all flags.
Since the top row has only triangles, and bottom has triangles plus rectangles, likely the intended count is for triangular pennant flags only.
Also note: In the bottom row, the first and last items are photo frames — these are decorative ends, not part of the repeating flag pattern. So probably not counted as “flags.”
Thus, total triangular flags = 4 (top) + 6 (bottom) = 10
Alternatively, maybe the question is: “How many different Paw Patrol pups are shown?”
List all unique pups across both rows:
From top row:
- Marshall
- Chase
- Skye
- Rubble
From bottom row:
- Marshall (repeat)
- Chase (repeat)
- Skye (repeat)
- Rubble (repeat)
- Rocky (new)
- Zuma (new)
So unique pups: Marshall, Chase, Skye, Rubble, Rocky, Zuma → 6 different pups
But again — without a specific question, it's ambiguous.
Wait — perhaps the original homework task was something like:
> “Count how many Paw Patrol flags are in the picture.”
In that case, we should count every item that looks like a flag — including the photo frames? Probably not, because they are shaped differently.
Another possibility: Maybe the student is supposed to notice that the bottom row includes two extra pups (Rocky and Zuma) not in the top row.
But since no instruction is given, and the system says “solve the problem accurately,” I need to make a reasonable assumption.
Looking again at the image layout:
It appears there are two separate garlands (strings of decorations).
First garland (top): 4 triangular flags
Second garland (bottom): starts and ends with photo frames, and between them are 6 triangular flags.
If the question is simply “how many flags are there?”, and assuming “flag” means triangular pennant, then:
Top: 4
Bottom: 6
Total: 10
If the photo frames are also considered “flags” (even though they’re rectangular), then bottom row has 8 items, so total would be 4 + 8 = 12.
But visually, the photo frames are clearly different — they have borders, photos inside, and logos — while the others are simple triangles with characters.
Therefore, safest answer: 10 triangular flags
Alternatively, maybe the task is to find how many *characters* are displayed, regardless of repetition.
Characters shown:
Top row: Marshall, Chase, Skye, Rubble → 4
Bottom row: Marshall, Chase, Skye, Rubble, Rocky, Zuma → adds Rocky and Zuma
Total unique characters: 6
But again — without knowing the exact question, it’s hard.
Wait — perhaps the original problem was presented elsewhere, and the image is meant to support it. Since the user didn’t provide text, maybe this is a standard counting exercise.
Another angle: Look at the bottom row — it has 8 elements total (including photo frames). Top row has 4.
Maybe the question is: “Which row has more flags?” → Bottom row has 6 triangular vs top’s 4 → bottom has more.
Or: “How many more flags are in the bottom row than the top?” → 6 - 4 = 2
Still guessing.
Perhaps the most neutral and common interpretation is: count all triangular pennant flags in the entire image.
That gives us:
Top row: 4
Bottom row: 6
Total: 10
I think that’s the best bet.
Final check: Are any flags hidden or partially cut off? No — all are fully visible.
Are the photo frames considered flags? Unlikely — they serve as end caps or personalized additions.
So, final decision: Total number of triangular Paw Patrol flags = 10
──────────────────────────────────────
Final Answer:
10
Parent Tip: Review the logic above to help your child master the concept of printable banner paw patrol.
