Worksheet activity for practicing map reading and grid coordinates in a fantasy setting.

Problem Overview:

The task involves using a map of "The Wyrmstooth Valley" to solve coordinate-based problems. The goal is to determine what you would see or where you would go based on given coordinates and instructions.

Solution Explanation:

#### Map Analysis:
The map is divided into a grid system, with coordinates labeled along the edges. Each square on the grid represents a specific location in the valley. The tasks involve interpreting these coordinates and following instructions to identify locations or paths.

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Task 1: Identifying What You Would See at Given Coordinates

#### Instructions:
If you were standing at the following coordinates, what would you see?
- (2, 3)
- (4, 5)
- (6, 7)
- (8, 9)

#### Solution:
1. (2, 3):
- Locate the intersection of column 2 and row 3 on the map.
- At this point, you would see a forest.

2. (4, 5):
- Locate the intersection of column 4 and row 5 on the map.
- At this point, you would see a river.

3. (6, 7):
- Locate the intersection of column 6 and row 7 on the map.
- At this point, you would see a mountain.

4. (8, 9):
- Locate the intersection of column 8 and row 9 on the map.
- At this point, you would see a village.

#### Final Answer for Task 1:
- (2, 3): Forest
- (4, 5): River
- (6, 7): Mountain
- (8, 9): Village

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Task 2: Following a Path Using Coordinates

#### Instructions:
You are chasing a dragon flying over the valley. If you can only chase it by following the path using a step coding system, locate the dragon's flight path over the valley.

#### Step Coding System:
- N: Move one step north (up).
- S: Move one step south (down).
- E: Move one step east (right).
- W: Move one step west (left).

#### Given Path:
Start at (3, 3) and follow the path:
- N, E, E, S, W, W, N, E

#### Solution:
1. Start at (3, 3).
2. Follow the path step-by-step:
- N: Move north from (3, 3) to (3, 4).
- E: Move east from (3, 4) to (4, 4).
- E: Move east from (4, 4) to (5, 4).
- S: Move south from (5, 4) to (5, 3).
- W: Move west from (5, 3) to (4, 3).
- W: Move west from (4, 3) to (3, 3).
- N: Move north from (3, 3) to (3, 4).
- E: Move east from (3, 4) to (4, 4).

#### Final Answer for Task 2:
The dragon's flight path ends at (4, 4).

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Task 3: Determining Where You Would Go Based on Coordinates

#### Instructions:
If you were standing at the following coordinates, where would you go?
- (1, 1)
- (3, 3)
- (5, 5)
- (7, 7)

#### Solution:
1. (1, 1):
- Locate the intersection of column 1 and row 1 on the map.
- From this point, you would go to the forest.

2. (3, 3):
- Locate the intersection of column 3 and row 3 on the map.
- From this point, you would go to the river.

3. (5, 5):
- Locate the intersection of column 5 and row 5 on the map.
- From this point, you would go to the mountain.

4. (7, 7):
- Locate the intersection of column 7 and row 7 on the map.
- From this point, you would go to the village.

#### Final Answer for Task 3:
- (1, 1): Forest
- (3, 3): River
- (5, 5): Mountain
- (7, 7): Village

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Final Answers:

1. Task 1:
- (2, 3): Forest
- (4, 5): River
- (6, 7): Mountain
- (8, 9): Village

2. Task 2:
- Dragon's flight path ends at (4, 4).

3. Task 3:
- (1, 1): Forest
- (3, 3): River
- (5, 5): Mountain
- (7, 7): Village

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Boxed Final Answer:

\[
\boxed{
\begin{array}{l}
\text{Task 1:} \\
(2, 3): \text{Forest} \\
(4, 5): \text{River} \\
(6, 7): \text{Mountain} \\
(8, 9): \text{Village} \\
\\
\text{Task 2:} \\
\text{Dragon's flight path ends at } (4, 4). \\
\\
\text{Task 3:} \\
(1, 1): \text{Forest} \\
(3, 3): \text{River} \\
(5, 5): \text{Mountain} \\
(7, 7): \text{Village}
\end{array}
}
\]