Answered: What is the importance of relative…

What is the importance of relative density ? What is the significance of plotting its data when conducting awater anomaly experiment

Fundamentals of Geotechnical Engineering (MindTap Course List)

5th Edition

ISBN:9781305635180

Author:Braja M. Das, Nagaratnam Sivakugan

Publisher:Braja M. Das, Nagaratnam Sivakugan

Chapter13: Slope Stability

Section: Chapter Questions

Problem 13.8P

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2. The length of line AB was measured repeatedly on three different occasions and probable error of each mean value was computed with the following results: 1st measurements = 2111.450± 0.04 mị 2nd measurements= 2111.500± 0.05 m 3rd measurements = 2111.620± 0.02 m Solve the weighted mean of the three measurements conducted.
if for the particular measurement of the probable error of the mean is 0.075 m and the most probable value of the measurement is 365.70m the relative precision is as
What's the factors that causes zero and sensitivity drifts
Are non-parametric density estimators accurate?
Here the cutting edge of a sampling tube has outside diameter Do = 50.8 mm and inside diameter Di = 47.6 mm,while the sampling tube has Dot = 50.03 mm and Dit = 48.50 mm. Is the tube sampler well designed?
1. The surveying team at UTM can make taping measurements with an error of ±0.03 ft per 100-ft tape length. What is the error associated with taped distance of 700 ft? 2. Since the mean is computed from individual observed values, each of which contains an error, the mean is also subject to error. We can assume that the error or the mean is =Em= Eseries/n u What will be the 90% error of the mean for a 25 observations having a standard deviation of +0.0495 ft 3. Determine the weighted mean for the following angles 88° 54'21", wt 3, 88° 54'55", wt 5, 88° 54'11", wt 6, 88° 53'58", wt 4,
2. The length of a line was measured repeatedly on three different occasions and probable error of each mean value was computed with the following results: 1st set of measurements = 1201.50± 0.02 m 2nd set of measurements= 1201.45± 0.04 m 3rd set of measurements = 1201.62± 0.05 m %3D Determine the weighted mean of the three sets of measurements.
Why is it important to solve the mpv, Standard Deviation, Probable Error, Standard Error and Precision
Compute for the sample size of the total area using 10% error.
Solve the data just like the sample problem below.
3. Compute for the sample size of the total area using 10% error. 8000mm2 Sample size %3D 1 + (8000mm2 x 0.1)2 Sample size = 4. Compute for the number of quadrats using a 10 mm 2 quadrat size. Sample Size Number of Quadrats 10 mm2 Number of Quadrats %3D
SURVEYING In a particular measurement the probable error of the mean is 0.09 m and the most probable value of the measurement is 36.70 m, the relative precision would be expressed as