10.9 The planimetered areas, in square feet, of cross-sections along a short portion of a proposed highway improvement project are as follows: Station Cut Fill 117 92 118 60 118 + 30 11 24 119 36 120 0. 202 Calçulate the total volumes (nearest cubic yard) of cut and fill between 117 + 00 and 120 + 00.

Q: A soil sample has a weight of 120 grams before it was placed on the oven. After drying for 20…

A:

Q: The following table shows earth volume calculation data at different survey stations for a road…

A: Given: Earthwork calculation at different survey stations for a road project Station Cut area…

Q: Contour map Topographic and hydrologic map of an area drained by three streams that flow eastward…

A: Topographic:- The slope is the percentage change in elevation over a given distance and topography…

Q: Briefly define "Engineered Fill."

A: Engineered fill is a substance that is applied and compacted in accordance with a plan that has been…

Q: A reservoir has the following areas enclosed by contours, find the reservoir capacity and the normal…

A:

Q: Calculate the end areas for depths of fill from 0 to 20 ft using increments of 2 ft for level…

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Q: True or false Stabilization wedges are multi-pronged implementation of future available technology…

A: Climate Change: The increase in the global temperature due to global warming changes the weather…

Q: Sta 23+00 22+00 21+00 20+50 L FX₁ 21.6 0 25.0 F 2.5 20.0 F 5.1 25.2 C 0 C 4.9 0 0 R C 5.8 X₂ C 9.0…

A: The given data is shown below: Base for cut=50 ftBase for fill=30 fts=2:1

Q: Define double hydrometer test.

A: Double hydrometer test gives a good indication of the natural dispersive characteristics of clay…

Q: Q2. After surveying a borrow pit, the surveyor produced the following pit grade below. What is the…

A: Given figure-

Q: Calculate Ve, Cp and Vp for the following notes. The base in fill is 20 ft and the base in cut is 30…

A: Data given Base width, cut = 30 ft Base width, fill = 20 ft Find: Ve, Cp, Vp

Area Computations

The area is the mathematical estimation of the inner space occupied by any shape or object and area computation is the evaluation of how much inner space that particular shape or object has utilized. Simple applications include calculating the area of wall for the quantity of paint or plaster to be applied on it, area calculations for construction of a trapezoidal dam and how much material is required, calculating the area of a circle to determine the range or distance of wheels that they are capable of covering due to varied radii and so on.