Latitude, Longitude & Scale Canadian Mapping Activities Grades 1-3 - Free Printable
Educational worksheet: Latitude, Longitude & Scale Canadian Mapping Activities Grades 1-3. Download and print for classroom or home learning activities.
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Show Answer Key & Explanations
Step-by-step solution for: Latitude, Longitude & Scale Canadian Mapping Activities Grades 1-3
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Show Answer Key & Explanations
Step-by-step solution for: Latitude, Longitude & Scale Canadian Mapping Activities Grades 1-3
This worksheet is designed to teach how to use a map scale to measure distances between locations on a map. The key instruction says: *"Use a small paperclip to measure."* This means you are supposed to use the length of a standard paperclip as a reference unit for distance, based on the scale provided.
---
#### 1. Understand the Scale
The scale at the bottom left shows:
```
Scale
|———|
1
```
Below it is a drawing of a paperclip, indicating that 1 paperclip length = 1 unit of distance on the map.
So, each paperclip length represents 1 unit (in this case, likely hundreds or thousands of kilometers, but we don’t need exact real-world units — just relative measurements).
We’ll use the paperclip as our measuring tool to estimate distances between points.
---
#### 2. How to Measure
You are to:
- Use a real paperclip (or trace its length) and compare it to the dashed lines connecting the labeled points.
- Count how many paperclip lengths fit along each line.
- Then choose the correct number from the options given.
---
We’ll go through each pair and estimate the distance in paperclip lengths.
---
#### A to B
- A: Yellowknife (Northwest Territories)
- B: St. John's (Newfoundland & Labrador)
- The dashed line goes across Canada from west to east.
- This is very long — spans most of the country.
- It’s about 5–6 paperclips long.
- Answer: 6
> ✔ Circle 6
---
#### C to D
- C: Edmonton (Alberta)
- D: Winnipeg (Manitoba)
- Distance is short, across central Canada.
- About 2–3 paperclips.
- Looks closer to 3 than 2.
- Answer: 3
> ✔ Circle 3
---
#### E to F
- E: Victoria (British Columbia)
- F: Quebec City (Quebec)
- Crosses western and central Canada.
- Very long — almost the full width of the country.
- Roughly 5–6 paperclips.
- Slightly less than A to B, but still around 5.
- Answer: 5
> ✔ Circle 5
---
#### G to H
- G: Whitehorse (Yukon)
- H: Iqaluit (Nunavut)
- Both in northern Canada; one in Yukon, one in Nunavut.
- Distance is moderate, roughly 3–4 paperclips.
- Looking at the map, it’s about 3 paperclips.
- Answer: 3
> ✔ Circle 3
---
#### H to J
- H: Iqaluit (Nunavut)
- J: Toronto (Ontario)
- From Arctic to southern Ontario — very long.
- But not quite as long as A to B.
- Looks like 4 paperclips.
- Answer: 4
> ✔ Circle 4
---
#### B to I
- B: St. John’s (Newfoundland)
- I: Charlottetown (Prince Edward Island)
- These are both on the Atlantic coast, close together.
- Distance is very short — maybe 1–2 paperclips.
- They’re on neighboring islands, so 1 paperclip fits.
- Answer: 1
> ✔ Circle 1
---
| Pair | Distance (paperclips) |
|------|------------------------|
| A to B | 6 |
| C to D | 3 |
| E to F | 5 |
| G to H | 3 |
| H to J | 4 |
| B to I | 1 |
---
- A to B → 6
- C to D → 3
- E to F → 5
- G to H → 3
- H to J → 4
- B to I → 1
---
Always use a real paperclip or a ruler marked with the same length as a paperclip (usually ~3–4 cm). Lay it along the dashed line and count how many times it fits. This teaches estimation and spatial reasoning.
Let me know if you'd like a printable version or a visual guide!
---
🔍 Step-by-Step Explanation:
#### 1. Understand the Scale
The scale at the bottom left shows:
```
Scale
|———|
1
```
Below it is a drawing of a paperclip, indicating that 1 paperclip length = 1 unit of distance on the map.
So, each paperclip length represents 1 unit (in this case, likely hundreds or thousands of kilometers, but we don’t need exact real-world units — just relative measurements).
We’ll use the paperclip as our measuring tool to estimate distances between points.
---
#### 2. How to Measure
You are to:
- Use a real paperclip (or trace its length) and compare it to the dashed lines connecting the labeled points.
- Count how many paperclip lengths fit along each line.
- Then choose the correct number from the options given.
---
✔ Let’s Solve Each One
We’ll go through each pair and estimate the distance in paperclip lengths.
---
#### A to B
- A: Yellowknife (Northwest Territories)
- B: St. John's (Newfoundland & Labrador)
- The dashed line goes across Canada from west to east.
- This is very long — spans most of the country.
- It’s about 5–6 paperclips long.
- Answer: 6
> ✔ Circle 6
---
#### C to D
- C: Edmonton (Alberta)
- D: Winnipeg (Manitoba)
- Distance is short, across central Canada.
- About 2–3 paperclips.
- Looks closer to 3 than 2.
- Answer: 3
> ✔ Circle 3
---
#### E to F
- E: Victoria (British Columbia)
- F: Quebec City (Quebec)
- Crosses western and central Canada.
- Very long — almost the full width of the country.
- Roughly 5–6 paperclips.
- Slightly less than A to B, but still around 5.
- Answer: 5
> ✔ Circle 5
---
#### G to H
- G: Whitehorse (Yukon)
- H: Iqaluit (Nunavut)
- Both in northern Canada; one in Yukon, one in Nunavut.
- Distance is moderate, roughly 3–4 paperclips.
- Looking at the map, it’s about 3 paperclips.
- Answer: 3
> ✔ Circle 3
---
#### H to J
- H: Iqaluit (Nunavut)
- J: Toronto (Ontario)
- From Arctic to southern Ontario — very long.
- But not quite as long as A to B.
- Looks like 4 paperclips.
- Answer: 4
> ✔ Circle 4
---
#### B to I
- B: St. John’s (Newfoundland)
- I: Charlottetown (Prince Edward Island)
- These are both on the Atlantic coast, close together.
- Distance is very short — maybe 1–2 paperclips.
- They’re on neighboring islands, so 1 paperclip fits.
- Answer: 1
> ✔ Circle 1
---
✔ Final Answers:
| Pair | Distance (paperclips) |
|------|------------------------|
| A to B | 6 |
| C to D | 3 |
| E to F | 5 |
| G to H | 3 |
| H to J | 4 |
| B to I | 1 |
---
📌 Summary of Circled Answers:
- A to B → 6
- C to D → 3
- E to F → 5
- G to H → 3
- H to J → 4
- B to I → 1
---
💡 Tip for Students:
Always use a real paperclip or a ruler marked with the same length as a paperclip (usually ~3–4 cm). Lay it along the dashed line and count how many times it fits. This teaches estimation and spatial reasoning.
Let me know if you'd like a printable version or a visual guide!
Parent Tip: Review the logic above to help your child master the concept of latitude and longitude maps worksheet.