A triangular lot ABC have side AB of length 94 m and bearing N 45° E and side CA of length 88 m, with ABC plotted in clockwise direction. A dividing line DE,with D along side AB and E along side AC is to be made and with D 43 m from A. The area of triangle EAD is 1/7 of the total area of the lot. The lot has a totalarea of 4, 100 square meters.1. What is the bearing of side BC?a. N 7° 10' 12" Wb. S 10° 05' 12" Wc. S 5° 26' 12" Wd. S 47° 10' 12" E2. How far is point E from corner A in meters?a. 38.99 mb. 24.48 mc. 27.48 md. 32.87 m3. What is the length of the dividing line DE in meters?а. 54b. 50с. 52d. 48

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Answered: A triangular lot ABC have side AB of…

Structural Analysis

6th Edition

ISBN:9781337630931

Author:KASSIMALI, Aslam.

Publisher:KASSIMALI, Aslam.

Chapter2: Loads On Structures

Section: Chapter Questions

Problem 1P

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3. U plans to construct a new building on a lot with existing lot corners mark on the ground. A civil engineer was asked to mark the location of corner 2 on the ground so that the required area for the new construction will be satisfied. The area required is 212 m?. a. Determine distance of line (1-2) to satisfy the condition. b. What should be the bearing and distance of line (2-3)? 2, 2 A=212e m 1 28.65m 26.90m 4 $81* 46W M.9E .9S N45° 16W 3. 38.98m N11° 46'E RO A D
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A triangular lot ABC has a bearing and distance of line AB to be N 40deg E and 800m and CA equal to 960m long. The lot is to be divided such that the area of APO is only of the area of ABC. Point O is along the line AB and point P is along the line CA. Compute the distance AO and the dividing line PO. The area of triangle ABC is 300, 000 sq. m. AP is equal to 600m long.
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A Lot is bounded by 3 straight sides A, B, C. AB is N 45˚ E 95m long and AC is due to EAST 88m Long. From point D, 43m from A on side AD a Dividing line runs to E which is on side CS. The Area of ADE is to be 1/7 of the total area of the Lot. a) Determine the Distance DEb) Determine the Distance AEc) Determine the Bearing of Side BC.
E Compute the area bounded by the polygon A, B, C, D, E, F and the circular segment area bounded by the curve EF and line EF. R Angle theta = As given on Carmen G Point X- ft Y - ft A 500 500 B 1000 600 C 1500 1100 1300 2000 А E 700 1800 F 300 1000 Compute the area bounded by A, B, C, D, E, Arch EF and closing on A (The whole parcel in the blue lines). Report area in Acres with 4 decimals precision. Angle theta = 44° 00' 00"

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