Remote Sensing 1
RES511S
SECTION TWO (60 Marks)
2.1 A set of panchromatic aerial photos has a scale of 1:10,000 that need to be scanned (at 8 bit
resolution) in such a way that the final ground resolution is 50 cm.
a. What will be the scanning resolution in µm (2nd decimal) and in dpi (rounded number)?
(9)
b. What will be the size of the images in Bytes, Kb and Mb?
(3)
2.2 A set of panchromatic aerial photos has a scale of 1:10,000 that needs to be scanned (10 bit) with a
scanning resolution of 15 µm. What will be the final ground resolution?
(8)
2.3 What is the wavelength (nm) of electromagnetic radiation with a frequency of 3,000 MHz? Ensure
to show all or write down all your calculations.
(5)
2.4 How would you alter your UAV flight plan from a general mapping flight to a flight over a forested
area?
(5)
2.5 You wish to digitally compare an analogue aerial photo taken of Stampriet (Latitude 24.3436° S,
and Longitude 18.4024° E) in 1996 (1:35,000), and compare it with the digital aerial photo taken in
2018, to determine how much growth has occurred in the town. What is the aerial photo "address"
you will need to obtain these photos when you go to the MLR? Provide a degree square diagram to
explain how you arrived at your final address.
(10)
2.6 A vertical photograph was taken at an altitude of 1200 m above mean sea level. Determine the
scale of the photograph for terrain lying at elevations of 80 m and 300 m if the focal length of the
camera is 15 cm (in representative fraction).
(10)
2.7 A section line AB appears to be 10.16 cm on a photograph for which the focal length is 16 cm. The
corresponding line measures 2.54 cm on a map which is to a scale 1:50,000. The terrain has an
average elevation of 200 m above mean sea level. Calculate the flying altitude of the aircraft above
mean sea level, when the photograph was taken.
(10)
[Total of Section: 60]
Second Opportunity/Supplementary Question Paper
Page /3
July 2023