Actual Capacity As indicated in the table, five piles have been tested until failure; the load Test Predicted Capacity P N=A/P No. A 1 20.5 13.6 1.51 measured at failure 18.5 20.4 0.91 denotes the actual capacity of the given pile. Observe that the capacity of each pile has predicted by a theoretical 3. 10.0 8.8 1.14 4 15.3 14.3 1.07 26.2 22.8 1.15 HWs-I also been x of N s of N 1.154 0.22 model as indicated in the table. The factor N is simply the ratio of the actual pile capacity to the predicte pile capacity; i.e., N = A/P.

MATLAB: An Introduction with Applications
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Author:Amos Gilat
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Chapter1: Starting With Matlab
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Home Work
Actual Capacity
Predicted Capacity P
As indicated in the table,
five piles have been tested
until failure; the load
measured
denotes the actual capacity
of the given pile. Observe
that the capacity of each
pile has also
Test
N=A/P
No.
A
20.5
13.6
1.51
at
failure
2
18.5
20.4
0.91
3
10.0
8.8
1.14
4
15.3
14.3
1.07
26.2
22.8
1.15
i of N
s of N
been
1.154
predicted by a theoretical HWg-1
0.22
model as indicated in the
table. The factor N is simply the ratio of the actual pile capacity to the predicted
pile capacity; i.e., N = A/P.
(a) Determine the 95% confidence interval of the mean value of N.
Ans. (0.881, 1.427).
(b) In order to estimate the mean value of N to + 0.02 with 90%
confidence, how many additional piles should be tested?
Assume that the variance of N, a?, is known and equal to 0.045
for this part. (Ans. 300).
Transcribed Image Text:Home Work Actual Capacity Predicted Capacity P As indicated in the table, five piles have been tested until failure; the load measured denotes the actual capacity of the given pile. Observe that the capacity of each pile has also Test N=A/P No. A 20.5 13.6 1.51 at failure 2 18.5 20.4 0.91 3 10.0 8.8 1.14 4 15.3 14.3 1.07 26.2 22.8 1.15 i of N s of N been 1.154 predicted by a theoretical HWg-1 0.22 model as indicated in the table. The factor N is simply the ratio of the actual pile capacity to the predicted pile capacity; i.e., N = A/P. (a) Determine the 95% confidence interval of the mean value of N. Ans. (0.881, 1.427). (b) In order to estimate the mean value of N to + 0.02 with 90% confidence, how many additional piles should be tested? Assume that the variance of N, a?, is known and equal to 0.045 for this part. (Ans. 300).
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