| Put only answers on this page (in the appropriate
units), attach separate page(s) with your work; this includes which formula(s)
you used, the math and how you did your unit conversions etc. but it does
not have the be perfectly neat, only legible
*no work = no credit
UCSB/IV in 1954 (next page) ___________ ft
________ m 2) if you have no knowledge of the camera focal length, but you knew the aircraft was flying at 10,000 feet, then what camera focal length must be used to get ___________ in
______ mm
One cm on this image is; a) how many miles (5,280 feet =
1 mile) 4) Calculate the area of the white
box (thick white lines) on the image below (e.g. you measure it)
5. For a photo with a RF of 1:10,000
determine the following: ___________ ft
B. The number of acres and square miles on
the ground per square inch on the photo. (Hint: there are 43,560
square feet per acre and 5,2802 square feet in a square mile).
_________ m ___________ yards ___________ ac
C. The number of square kilometers and hectares
on the ground per square inch on the photo (Hint: there are
230.4 acres per square kilometer 1ha = 10,000m2).
_________ mi2 ___________ km2
6. You want to contract for 1:10,000 scale
photography of your fields with an aerial camera and a 90 mm focal length
lens. How high should you specify for the plane to fly above mean
ground elevation?
_________ ha ___________ ft
7. A road segment shown on an aerial photograph
can be located on a 1:24000 topographic map (a standard USGS 7.5' quad).
If the measured distance is 50 mm on the map and 95 mm on the photograph,
what is the scale (RF) of the photograph?
_________ m 8. Scales of vertical photographs change constantly with variations in terrain elevation (topography). Using the appropriate formula and some simple algebraic manipulations, substantiate the previous statement by showing how scale changes with decreasing and increasing elevations from the datum elevation. The aircraft is flying at 9,000 feet above mean sea level (MSL), the elevation at Point A is 5,000 feet and 2,000 feet at Point B. The camera focal length is eight inches. What are the RFs at Points A and B? |