Define the term Relative Density.

Q: (c) Now consider two points on the same meridian of longitude, but with different latitudes,…

A:

Q: The plan of a building is in the form of a rectangle with center line dimensions of outer walls as…

A: given- dimensions of the plan of building-14.7 m×9.7 mthickness of the wall=0.30 m

Q: Define density as a material property

A: in this question definition of density  is being asked

Q: What is the magnitude of a vector with components (15 m, 8 m)?

A: Given Components of vector  15m and 8m To find  Magnitude of that vector

Q: Find the dimensions of a right cone with surface area S=4 n that has the largest volume?

A: Given S=4π To find Dimensions of right cone

Q: 10 in 20 in

A:

Q: 4. Compute the following conversions: a) Express 1.1700 radians as degrees b) Express 90° as radians

A:

Q: Define integer ambiguities.

A: Answer The integer ambiguities are used in GPS & GNSS surveys.

Q: Question. Calculate the total correction (m) required, if a line measured using 20 m chain is 2380…

A: given measured distance=2380 mactual length of tape=20.2 mnominal length of tape=20 m

Q: 4. One side of an isosceles triangle whose perimeter is 42 units measures 10 units. Find the maximum…

A:

Q: add the decimal fractions. 121.44 sq m40.08 sq m5.91 sq m+636.36 sq m

A: Adding decimals and adding the whole numbers both are similar but with some extra technical details.…

Q: 16. Find the third term of a geometric sequence whose first term is 2 and whose fifth term is 162?…

A:

Q: A bedroom has a volume of 126 m3m3 . What is its volume in centimeters cubed (cm3cm3)?

A: To find the volume of a bedroom in cubic centimetres-

Q: The dimensions of a rectangle with a perimeter of 100 m and has maximum area are

A:

Q: The area A of a rectangle is length L times its width W. Express the area of the rectangle as a…

A: Given perimeter = 2 Perimeter of a rectangle = 2(l+b) Area =lb.       Where , l= length of rectangle…

Q: Find the area of a rectangle with a length of 6 inches (in) and a width of 2 inches.

A: Solution:- A rectangle is a two dimensional shape or polygon with four sides, four vertices, and…

Q: The coordinates of a given point on the earth is is given as (X=1/3, Y=2/3, Z=2/3). Assuming the…

A: Since the earth is considered spherical, the latitude can be measured from its origin.

Q: Define relative density DR and how does the Relative density is expressed as apercentage?

A: Relative density of soil is also known as density index and degree of density of soil. It used to…

Q: (reduction to separation of variables)

A: DIFFERENTIAL EQUATIONS

Q: Show complete solution On a photograph drawn to a scale of 1:5000, the dimensions of three sides of…

A: Area of triangle on the photoA=ss-as-bs-c s=a+b+c2=4.15+8.98+6.452=9.79

Q: Define about the coefficient of earth pressure ?

A: Answer The coefficient of earth pressure is used in the analysis of the retaining wall.

Q: AREA BY TRIANGLES. Given in the accompanying tabulation are quantities which were measured for a…

A: To find area of the field using triangle method

Q: AREA BY TRIANGLES. Given in the accompanying tabulation are quantities which were measured for a…

A:

Q: Conver the ratio scale 1:2400 to an equivalence scale. O 1 inch = 20 feet O 1 inch = 2,400 feet 1…

A: Given data, RF of a scale = 1:2400 I.e 1 inch = 2400 inch

Q: GEOLOGY

A: Weathering Process in sedimentary rocks There are two kinds of weathering process:- a.) Physical…

Q: Calculate the area of an equilateral triangle with side lengths of 5.11 cm.

A: To calculate the area of an equilateral triangle with given side.   Given, Side of the equilateral…

Q: HOMEWORK 16: Graph the following equations. y = (x² + 2x + 1)(x – 4) y2 = x2 + 5x +7 1. 2. x3 3. y =…

A: 1- y= (x^2+2x+1)*(x-4)     y= x^3-2x^2-7x-4 For Equation 2 I have taken y value 1010 instead of…

Q: between

A: In a bolt connection the net area is defined as the area from which the bolt hole is get deducted…

Q: Define Relative Density.

A: Relative density or specific gravity:

Q: Determine the area and the location of the centroid of the figure shown below. Note: Grid lines are…

A:

Q: 00 is in meters.

A: r=500m=1640.42ftVelocity vA=30mph=44fpsacceleration:aA=vA2r=4421640.42=1.18018fts2

Q: 200 mm 300 mm 125 mm 125 mm 60 mm 150 mm

A:

Q: Calculate the following: Total area of the figure, in² xbar (location of the centroid along x axis),…

A: Area :A=A1+A2-A3A=4×10+12×5×10-π×32A=36.7256in2

Q: Given the accompanying tabulation are quantities which were measured for a five-sided field. If the…

A:

Q: Compute the approximate area in square meters of a rectangular-shaped tract of land whose sides…

A:

Q: Q2/ Measure the area of given plot in a dimension paper given. All dimensions are in mm. (2 Marks)…

A: First divide the given area into four possible parts, find the individual area of four parts and sum…

Q: if the areas of the two sides of a prismoid represent 211.76m² and 134.67m², which are 6m distance…

A: Given data, A1 = 211.76m² A2= 134.67m² d = 6m,

Q: The coordinates of the corners of a triangle ABC are A(3, -1, 0), B(-2, 2, 3), and C(0, 0, 5). The…

A: A(3, -1, 0), B(-2, 2, 3), and C(0, 0,…

Q: e are of the largest circle.

A: Tangent is a line that touches the circle at a point. Here, the central distance between the three…

Q: analysis and computations V diagram M diagram 1. 500 N/m 150 N/m A D В 3m 2m 1m

A:

Q: The length of a degree of latitude: O 64 statute miles O 69 nautical miles O 69 statute miles 0690…

A: Latitude is a measurement of the NORTH-SOUTH position of any location on a globe or map. Although…

Q: 2"

A:

Q: area of cross section using numerical techniques

A: Given: Depth y at distance x of river x y 0 0.00 2.5 20.90 5 30.40 7.5 39.90 10 49.40…

Q: Report the percentages of gravel, sand, silt and clay according to the AASHTO soil classification…

A: Determine the values of D10, D30, D60:

Q: Compute the approximate area, in square meters, of a rectangular shaped tract of land whose sides…

A:

Q: Define the concept of Relative Density  ?

A: The ratio of a substance's density to the density of water is known as relative density. Since…

Q: 2) The circumference of a circle is 407. Its area is ..... ...

A:

Q: How to write The simpson’s Equation ?

A:

Quantity takeoff

Quantity takeoffs (QTO) are precise estimates of the materials and labor costs required to finish a construction project. During the pre-construction phase, an estimator prepares them, breaking down the project into smaller, more manageable parts that are easier to evaluate. These measurements are used to prepare a construction scope bid. Estimators examine the drawings, specifications, and models to figure out different quantities and their costs. Since, the components, their quantity, and price are all included in the model, quantity take-off can be done automatically using Building Information Modelling (BIM). The time taken for completing a construction project can be reduced by the use of quantity takeoff. These takeoffs are also called material takeoffs and construction takeoffs.