2)The interior angles of a spherical triangle LUV and side LU were measured as follows: L = 61°45'30" U = 62°10'11" V = 56°04'20 LU = 35965 Earth Radius = 6372 km Calculate the Spherical Excess

Q: Calculate a) the position of the centroid b) the moment Ic, with respect to an axis passing through…

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Q: 3. Given: Channel's cross-section shown below Find: (1) y and (2) moment of inertia about x-axis 50…

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Q: For the area shown, do the following: a. Determine the centroid with respect to the indicated X and…

A: Given that length of area is 80 mm,  Consider this in 3 segments. Top semicircle segment  (Radius…

Q: Given the angle section provided in the figure, you are required to determine: a) The principle axes…

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Q: 16 Constanta I Eeriodis Table A force Fof magnitude F making an angle e with the x axis is applied…

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Q: a) Identify and locate the centroid, ỹ on axis x'- x' for the parts cross-sectional area in Figure…

A: Find centroid Y and moment of inertia about X'X' axis

Q: Determine the centroi d and the moment of i nertia from the given figure below. 200mm 20mm 20mm…

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Q: DERIVED THE FORMULA z=PsecL where: z- zenith of observe P-Celestial pole L-latitude

A: Step 1: To derive the formula z=PsecL, where z represents the zenith of observation, P is the…

Q: QUESTION 11 The second moment of area about the neutral axis of the H-section shown in the figure…

A: Solution Divide the section into three-part

Q: S 45 deg E is converted to an azimuth of A 135 B 125 115 145

A: The given bearing is in terms of Quadrantal bearing. Azimuth is the angle subtended with North in…

Q: For the area shown, determine: a) The centroidal coordinates X and Y. b) The moment of inertia…

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Q: Determine the area moment of inertia about the xo- and yo-axes, which pass through the centroid of…

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Q: calculate the moment of inertia alon x axis

A: To calculate:the moment of inertia alon x-axis

Q: 콩

A: To calculate the moment of inertia of the given cross-section using the table method, we'll break it…

Q: SITUATION: A steel tape with coefficient of linear expansion of 0.0000- long at 20°C. The tape was…

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Q: IC 120 340 11 120 240

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Coordinate Geometry of Survey

Coordinate geometry (COGO) is a method of inserting surveying or engineering data into geographic information system (GIS), computer-aided design (CAD), or mapping software. These data can be collected on the proposed construction site using standard surveying techniques and instrumentation or may be taken from existing maps, engineering plans, drawings, or records. Data gathered on the site includes coordinates of points, bearings, and distances between points. The data are noticed and noted through conventional surveying procedures, like a traverse or layout measurement series and it can be either digital or non-digital. The maps and plans are inclusive of boundaries, divisions, and other components, and these features are shown with coordinate values, the lengths, offset distance, and bearings between them.