Kindly please answer 7-8 questions. Since your policy is at-least maximum with 3 per sub questions is okay. This is of my reviewer. A line of levels, 6 km long is run between A to B withaverage backsight and foresight distances of 150 m. Theaverage backsight reading is 3.8 m and each time it istaken, the rod is inclined sidewards from the vertical 5°.What is the correct elevation of B is its recordedelevation is 425.16 meters?A. 423.12 mC. 424.53 m.D. 424.87 mB. 425.74 m2. ABC Corporation's stock which currently sells for Php50 pershare, has been paying a Php3 annual dividend per share andincreasing in value at an average rate of 5% per year, overthe last 5 years. It is expected that the company's stockwill maintain this performance over the next 5 years. Whatis the company's cost of the capital raised through theselling of this stock?A. 10.99%C. 14.49%D. 14.99%B. 10.49%3.With the transit at point B line of sight horizontal, thestadia intercept at C is 1.15 m. If the stadia intervalfactor is 100.32 and the stadia constant is 0.3, find thedistance BC.A. 108.32 mC. 115.668 m.D. 123.65 mB. 112.54 m4.An experiment consists of selecting three items from a boxof several items. The three items are classified defective(D) or non-defective (N) as they are selected. Give thesample space for this experiment. Which outcomes are in theevents A, B, C where A exactly one defective?A. (NNN, NND, DNN}C. (DDD, DNN, NDD}D. (NDD, DND, DDN}B. (DNN, NDN, NND}5.A spiral easement curve has a length of 80 m. and theradius of the central curvemaximum velocity that a careasement curve.is zero m. Determine thecould pass thru the spiralA. 82.4 kphC. 81.6 kphD. 79.6 kphB. 76.3 kphFind the area of the triangle290, and c = 419. [Hint: K =A. 36, 600is ABC given a = 225, b =√√s(s-a)(s- b)(s-c)]C. 34,400B. 36, 400D. 34,6007.A line is drawn from point P to point 0, where P is alongthe line AB and O is along the line AC of the triangularlot ABC. If AP: PB = 3:1 and AO:OC = 2:5, what is theproportion of the area of APO and ABC?A. 4:10C. 3:14D. 2:12B. 2:158.The tide in Bay of Fundy rises and falls every 13 hours.The depth of the water at a certain point in the bay ismodeled by a function d = 5 sin (2n/13)t + 9, where t istime in hours and d is depth in meters. Find the depth at t= 13/4 (high tide) and t = 39/4 (low tide).6.

Answered: Image /qna-images/answer/56608f68-47a5-44cf-8076-f70003dec3cd.jpg

7. A line is drawn from point P to point 0, where P is along the line AB and O is along the line AC of the triangular lot ABC. If AP: PB = 3:1 and AO:OC = 2:5, what is the proportion of the area of APO and ABC? A. 4:10 C. 3:14 B. 2:15 D. 2:12 8. The tide in Bay of Fundy rises and falls every 13 hours. The depth of the water at a certain point in the bay is modeled by a function d = 5 sin (2n/13)t + 9, where t is time in hours and d is depth in meters. Find the depth at t 13/4 (high tide) and t = 39/4 (low tide). =

7. A line is drawn from point P to point 0, where P is along the line AB and O is along the line AC of the triangular lot ABC. If AP: PB = 3:1 and AO:OC = 2:5, what is the proportion of the area of APO and ABC? A. 4:10 C. 3:14 B. 2:15 D. 2:12 8. The tide in Bay of Fundy rises and falls every 13 hours. The depth of the water at a certain point in the bay is modeled by a function d = 5 sin (2n/13)t + 9, where t is time in hours and d is depth in meters. Find the depth at t 13/4 (high tide) and t = 39/4 (low tide). =

Elementary Geometry For College Students, 7e

7th Edition

ISBN:9781337614085

Author:Alexander, Daniel C.; Koeberlein, Geralyn M.

Publisher:Alexander, Daniel C.; Koeberlein, Geralyn M.

ChapterP: Preliminary Concepts

SectionP.CT: Test

Problem 1CT

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