3.1 MAP SKILLS AND CALCULATIONS
3.1.1 The scale of the orthophoto map:
A 1 cm represents 100 m
B 1 cm represents 100 cm
C 1 m represents 500 cm
D 1 cm represents 500 cm
3.1.2 The coordinates of the stadium at F in block B4 on the topographical map is approximately .. - NSC Geography - Question 3 - 2023 - Paper 2
Question 3
3.1 MAP SKILLS AND CALCULATIONS
3.1.1 The scale of the orthophoto map:
A 1 cm represents 100 m
B 1 cm represents 100 cm
C 1 m represents 500 cm
D 1 cm represents... show full transcript
Worked Solution & Example Answer:3.1 MAP SKILLS AND CALCULATIONS
3.1.1 The scale of the orthophoto map:
A 1 cm represents 100 m
B 1 cm represents 100 cm
C 1 m represents 500 cm
D 1 cm represents 500 cm
3.1.2 The coordinates of the stadium at F in block B4 on the topographical map is approximately .. - NSC Geography - Question 3 - 2023 - Paper 2
Step 1
The scale of the orthophoto map:
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Answer
The correct answer is option A: 1 cm represents 100 m. This scale indicates the relationship between distance on the map and actual distance.
Step 2
The coordinates of the stadium at F in block B4 on the topographical map is approximately ...
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Answer
The approximate coordinates of the stadium are C: 33°56'19"S and 25°36'00"E.
Step 3
Calculate the distance of the runway in metres (m) between 6 and 7 on the orthophoto map:
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Answer
To calculate the distance, use the formula:
Actualdistance=Mapdistance×Mapscale
If the map distance measured is 14 cm, and since 1 cm represents 100 m:
Convert the map distance to actual distance:
14cm×100m/cm=1400m
Step 4
Why does the runway between 6 and 7 appear larger on the orthophoto map?
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Answer
The runway appears larger on the orthophoto map because it has a bigger scale (1:10,000), indicating that the orthophoto map portrays a smaller area in more detail than the topographical map, which has a smaller scale, thus making features appear smaller.
Step 5
Calculate the magnetic declination for 2023:
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Answer
The magnetic declination for 2023 is calculated as follows:
Mean annual change = 12' (westwards)
Total annual change = 2 years x 12' = 24'
For 2023, estimate the total deviation as 29°00' + (24'/24') = 29°24'.
Step 6
What is the purpose of calculating the magnetic declination (MD) for the current year?
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Answer
Calculating magnetic declination for the current year helps in understanding the difference between magnetic north and true north. This information is critical for navigation and for ensuring accuracy in compass readings.