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Refer to the orthophoto map - NSC Geography - Question 2 - 2019 - Paper 2

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Refer to the orthophoto map. 2.1.1 Calculate, in m², the average area of the Pongola aerodrome demarcated by 9 on the orthophoto map. Show ALL calculations. Marks w... show full transcript

Worked Solution & Example Answer:Refer to the orthophoto map - NSC Geography - Question 2 - 2019 - Paper 2

Step 1

2.1.1 Calculate, in m², the average area of the Pongola aerodrome demarcated by 9 on the orthophoto map.

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Answer

To calculate the area, we use the formula:

Area=length(L)×breadth(B)Area = length (L) × breadth (B)

From the orthophoto map, we find the dimensions:

  • Length = 10.8 cm
  • Breadth = 0.7 cm

First, convert these measurements from centimeters to meters:

Length (L) = 10.8 ext{ cm} × rac{100}{100} = 10.8 ext{ m} Breadth (B) = 0.7 ext{ cm} × rac{100}{100} = 0.7 ext{ m}

Now, substitute these values into the area formula:

Area=10.8extm×0.7extm=7.56extm2Area = 10.8 ext{ m} × 0.7 ext{ m} = 7.56 ext{ m}²

Thus, the average area of the Pongola aerodrome is 7.56 m².

Step 2

2.1.2 Why does the size of the Pongola aerodrome appear different on the topographic map in comparison to the orthophoto map?

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Answer

The size of the Pongola aerodrome appears different on the topographic map due to the discrepancies in scale. The scale (1:50 000) on the topographic map makes the aerodrome appear smaller than it actually is, as it represents a larger area per unit measurement compared to the orthophoto map, which has a scale of 1:10 000. Additionally, the images may not align perfectly due to differences in resolution and perspective.

Step 3

2.2.1 Calculate the magnetic declination for 2019 using the information on the topographic map.

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Answer

To calculate the magnetic declination for 2019, we start with the data provided:

  1. Difference in years: 17 years

  2. Mean annual change: 12' W (minutes)

  3. Total change:

    Total=17extyears×12=204ext(minutes)Total = 17 ext{ years} × 12' = 204' ext{ (minutes)}
  4. Magnetic declination for 2019: Given initial declination = 20° 0' + 3° 24' (204' converted to degrees) = 23° 30' W (minutes)

So, the magnetic declination for 2019 is 23° 30' W of true north.

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