Q2: a) A vertical aerial photograph was taken with (152.4 mm) focal length camera from flying height of (4530 ft.) above datum . Image (a) and (b) of two ground points (A) and (B) appear on the photograph, and their measured photocoordinates are xa = - 52.35 mm. xb = 40.64 mm. ya =- 48.27 mm. yb = 43.88 mm, Determine the horlzontal length of the line (AB) if the elevations of points (A) and (B) are (670 ft) and (485 ft) above datum, respectively.
Q2: a) A vertical aerial photograph was taken with (152.4 mm) focal length camera from flying height of (4530 ft.) above datum . Image (a) and (b) of two ground points (A) and (B) appear on the photograph, and their measured photocoordinates are xa = - 52.35 mm. xb = 40.64 mm. ya =- 48.27 mm. yb = 43.88 mm, Determine the horlzontal length of the line (AB) if the elevations of points (A) and (B) are (670 ft) and (485 ft) above datum, respectively.
Chapter2: Loads On Structures
Section: Chapter Questions
Problem 1P
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![Q2: a) A vertical aerial photograph was taken with (152.4 mm) focal length camera
from flying height of (4530 ft.) above datum . Image (a) and (b) of two ground points
(A) and (B) appear on the photograph, and their measured photocoordinates are
xa = - 52.35 mm.
xb = 40.64 mm.
ya =- 48.27 mm.
yb = 43.88 mm,
Determine the horlzontal length of the line (AB) if the elevations of points (A) and
(B) are (670 ft) and (485 ft) above datum, respectively.](/v2/_next/image?url=https%3A%2F%2Fcontent.bartleby.com%2Fqna-images%2Fquestion%2F2180a8e9-4869-4e02-8e5a-3bbfa1280f4d%2F7a141638-416b-4e93-b249-c96ebe79b294%2Fizctm68_processed.jpeg&w=3840&q=75)
Transcribed Image Text:Q2: a) A vertical aerial photograph was taken with (152.4 mm) focal length camera
from flying height of (4530 ft.) above datum . Image (a) and (b) of two ground points
(A) and (B) appear on the photograph, and their measured photocoordinates are
xa = - 52.35 mm.
xb = 40.64 mm.
ya =- 48.27 mm.
yb = 43.88 mm,
Determine the horlzontal length of the line (AB) if the elevations of points (A) and
(B) are (670 ft) and (485 ft) above datum, respectively.
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