5.6.will be needed to enclose this field?It is desired to determine the height of a church steeple. Assuming that the ground islevel, a 500.00 ft length is measured out from the base of the steeple and a 36°30′vertical angle is determined from the point on the ground to the top of the steeple. Howhigh is the steeple? Give your answer in meters (1 meter = 3.2808 ft).Repeat problem 5 if an instrument is set up 600.0 ft from a tower with its telescope center5.000 ft above the ground. The telescope is sighted horizontally to a point 5.000 ft fromthe bottom of the tower and then the angle to the top of the tower is measured and isfound to be 24°34'. How high is the tower in meters?7. A section of road with a constant 3% slope or grade (i.e, 3 ft vertical for every 100 fthorizontal) is to be paved. If the road is 24.000 ft wide and its total horizontal length is900.00 ft, compute the road area to be paved.

Note:- Hi! Thank you for the question As per the honor code, We’ll answer the first question since…

5. It is desired to determine the height of a church steeple. level, a 500.00 ft length is measured out from the base vertical angle is determined from the point on the ground high is the steeple? Give your answer in meters (1 meter = 3.2808 Is feia! Assuming that the ground is of the steeple and a 36°30′ to the top of the steeple. How ft).

5. It is desired to determine the height of a church steeple. level, a 500.00 ft length is measured out from the base vertical angle is determined from the point on the ground high is the steeple? Give your answer in meters (1 meter = 3.2808 Is feia! Assuming that the ground is of the steeple and a 36°30′ to the top of the steeple. How ft).

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

See similar textbooks

Similar questions

Calculate the radius of gyration of the quarter of the circle having a radius of 5m shown in the figure relative to the polar axis through one of its corners. a.) 3.536 m b.) 3.965 m c.) 3.674 m d.) 3.743 m e.) None of the above
Determine the maximum height, h, perpendicular to the ground. h 55.30 ft/s² 25° 35° 1
help me asap pls :((
R = S² 15(0.01e + f) Q1- Derivation of the law of super elevation.
From point A (elev. = 590.46 m), the angle of elevation of the top of a mountain is 25°. From point B, 298 m nearer the mountain and 35 m lower than point A, the angle of elevation of the same mountain is 35°. Find the elevation of the top of the mountain.
.2 A river is flowing from West to East. For determining the width of the river, two points A and B are selected on the Southern bank such that the distance AB = 75 m. Point A is Westward. The bearings of a tree C on the Northern bank are observed to be 38° and 338° respectively from A and B. Calculate the width of the river.
how do you solve the arithmetic check of STADIA LEVELING? pls show
Points A and B are 100 m. apart horizontally and are of the same elevation as the foot of a building. The angles of elevation of the top of the building from A and B are 21 and 32 respectively. How far is A fro the building? a) 259.28 m b) 235.56 m c) 243.34 m d) 274.36 m
A vertical pole stands on a horizontal ground.. A geodetic engineer positioned due east of the pole measures the elevation of the top of the pole as 53.33 grads. He moves dué south 30 m. and measures the elevation of the top of the pole as 782.22 mils. Determine the height of the pole in meters. a) . 48.6 b) 39.4 c) 44.8 d). 58.6
For the beam shown, determine the slope at B using moment-area method. Please be clear with your answer. Thank you
Find the RL of the top of the flag post located over a building. The angle of elevation from a point on the ground to the top and the bottom of the flag post are 7° and 15° respectively. The height of the flag post is 3 m and the reading of 2.685 m was taken at BM at RL 110 m.
Why assume A of 30˚ 0'0"? When we can start at point F to get the azimuth for A? 116˚35'54"-90˚=26˚35'54" then 26˚35'54"+126˚52'12"=153˚28'6" then 180˚-153˚28'6" =26˚31'54" would be the azimuth for A. Is this correct?