13. A horizontal distance measured at 687.40 m is to be established along a line that slopes at a vertical Angle of 18° 19'. Calculate the incline distance to obtain the required horizontal distance. a. 694.724 m b. 2187.301 m c. 2076.479 d. 724.086 m 14. Determine the correct distance between the ends of the tape that is being pulled at its ends. Tape length = 50m Pull capacity = 12 kg Weight of tape = 1.2 kg %3! a. 49.979 m b. 50.021 m c. 49.786 m d. 48.687 m 15. A rectangular field was measured using a 100 m tape which was actually 10 cm too short. The recorded area was 2500 sq.m. Calculate the true area of the field. c. 2550 sq.m a. 2495 sq.m b. 2505 sq.m d. 2496.70 sq.m

Structural Analysis
6th Edition
ISBN:9781337630931
Author:KASSIMALI, Aslam.
Publisher:KASSIMALI, Aslam.
Chapter2: Loads On Structures
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12 - 15 please give the correct answer
13. A horizontal distance measured at 687.40 m is to be established along a line that slopes at a
vertical Angle of 18° 19'. Calculate the incline distance to obtain the required horizontal distance.
b. 2187.301 m c. 2076.479
14. Determine the correct distance between the ends of the tape that is being pulled at its ends.
a. 694.724 m
d. 724.086 m
Tape length = 50m
Pull capacity = 12 kg
Weight of tape = 1.2 kg
%3!
a. 49.979 m b. 50.021 m c. 49.786 m
d. 48.687 m
15. A rectangular field was measured using a 100 m tape which was actually 10 cm too short. The
recorded area was 2500 sq.m. Calculate the true area of the field.
c. 2550 sq.m
a. 2495 sq.m
b. 2505 sq.m
d. 2496.70 sq.m
Transcribed Image Text:13. A horizontal distance measured at 687.40 m is to be established along a line that slopes at a vertical Angle of 18° 19'. Calculate the incline distance to obtain the required horizontal distance. b. 2187.301 m c. 2076.479 14. Determine the correct distance between the ends of the tape that is being pulled at its ends. a. 694.724 m d. 724.086 m Tape length = 50m Pull capacity = 12 kg Weight of tape = 1.2 kg %3! a. 49.979 m b. 50.021 m c. 49.786 m d. 48.687 m 15. A rectangular field was measured using a 100 m tape which was actually 10 cm too short. The recorded area was 2500 sq.m. Calculate the true area of the field. c. 2550 sq.m a. 2495 sq.m b. 2505 sq.m d. 2496.70 sq.m
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