Fundamentals Of Construction Estimating
4th Edition
ISBN: 9781337399395
Author: Pratt, David J.
Publisher: Cengage,
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Chapter 3, Problem 18RQ
To determine
To calculate volume for given pyramid dimensions.
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Students have asked these similar questions
The outer diameter of a pipe is drawn to circumscribe a square
whose side is 3.75 cm long. If the inner diameter is inscribed in
the same square, what is the cross-sectional area of the pipe?
A. 11 cm?
B. 8 cm?
C. 16 cm2
D. 13 cm?
E. None of the above
Convert the equivalence scale 1 inch = 30 feet to a ratio scale.
O 1: 30
O 1:3,600
O 1:360
O 1:300
From the diagram shown, all dimensions are in millimeters. Find the length of side x.
89°00"
2,268
2.250
Chapter 3 Solutions
Fundamentals Of Construction Estimating
Ch. 3 - What is the objective of a quantity takeoff?Ch. 3 - Why is it recommended that estimators follow a...Ch. 3 - What is the difference between an estimator’s...Ch. 3 - Prob. 4RQCh. 3 - What are the two components that make up a takeoff...Ch. 3 - In what order are dimensions entered onto the...Ch. 3 - Why should a figured dimension be used in...Ch. 3 - Why should an estimator include headings and side...Ch. 3 - The cost of transportation of materials has to be...Ch. 3 - What level of accuracy should the estimator pursue...
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- Conver the ratio scale 1:2400 to an equivalence scale. 1 inch = 20 feet 1 inch = 2,400 feet 1 inch = 200 feet O 1 inch = 2000 feetarrow_forwardPlease give complete solution. Find the x and y coordinate of the centroid. X & Y coordinates.arrow_forwardGiven the diameter equal to 75mm,draw a regular pentagonarrow_forward
- DETERMINE THE LOCATION OF CENTROIDAL X AND Y.NOTE: UNITS ARE IN INCHES.arrow_forwardDetermine the coordinates of centroid for the given figure shown. 80 mm 50 mm Y 50 mm. 150 mm Xarrow_forwardDetermine the vertical distance H from the lower edge of the cross-section to the y coordinate of the centroid. Express your answer in inches to 2 decimal places. Let L1 = 26 inches, L2 = 11 inches, and L3 = 21 inchesarrow_forward
- Given the following, determine the centroid about the x and y-axis for the following problem. Please show all the work and show step-by-step solutions.arrow_forwardDefine matrix's diagonal, off-diagonal, subdiagonal, and superdiagonal elements. Illustrate each.arrow_forwardCalculate the perimeter and the area of the triangles with the following dimensions (refer to Figure 3.5): a = 10'0" a = 2750 mm b = 9'6" b = 2050 mm c = 3'0" c = 300 mm h = 2'0" h = 600 mmarrow_forward
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