The electric power consumed (kWh) y each month by an electrowinning plant is thought to be related to the average concentration of the feed (kg/m3) A, weight of product (tons) B, the number of days of operation C, purity of product D, and temperature (°C) E. Historical data from the plant was obtained in order to accurately determine the relationship between the five factors and the power consumption. y A C E 240 25 100 24 91 25 236 31 95 21 90 35 290 45 110 24 88 32 274 60 88 25 87 30 301 65 94 25 91 30 316 72 99 26 94 27 300 80 97 25 87 41 296 84 96 25 86 29 267 75 110 24 88 29 276 60 105 25 91 32 288 50 100 25 90 34 261 38 98 23 89 31 Using a 95% confidence level, complete the ANOVA table below for the multiple linear regression model of the 5 factors. ANOVA Source df SS MS fcalc p-value Regression Residual Total Based on the ANOVA table, it can be conclude that Using the results of the multiple linear regression analysis above, predict the power consumption on a normal operation period where A = 40 kg/m3, B = 100 tons, C = 25 days, D = 90%, E = 30°C. kWh

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Complete the table.
The electric power consumed (kWh) y each month by an electrowinning plant is thought to be related to
the average concentration of the feed (kg/m³) A, weight of product (tons) B, the number of days of
operation C, purity of product D, and temperature (°C) E. Historical data from the plant was obtained in
order to accurately determine the relationship between the five factors and the power consumption.
y
A
C
E
240
25
100
24
91
25
236
31
95
21
90
35
290
45
110
24
88
32
274
60
88
25
87
30
301
65
94
25
91
30
316
72
99
26
94
27
300
80
97
25
87
41
296
84
96
25
86
29
267
75
110
24
88
29
276
60
105
25
91
32
288
50
100
25
90
34
261
38
98
23
89
31
Using a 95% confidence level, complete the ANOVA table below for the multiple linear regression model of
the 5 factors.
ANOVA
Source
df
SS
MS
fcalc
p-value
Regression
Residual
Total
Based on the ANOVA table, it can be conclude that
Using the results of the multiple linear regression analysis above, predict the power consumption on a
normal operation period where A = 40 kg/m³, B = 100 tons, C = 25 days, D = 90%, E = 30°C.
kWh
If a screening experiment concluded that the weight of product has no significant effect on the yield, will
its removal improve the regression model?
because the
of the new model
from
to
Transcribed Image Text:The electric power consumed (kWh) y each month by an electrowinning plant is thought to be related to the average concentration of the feed (kg/m³) A, weight of product (tons) B, the number of days of operation C, purity of product D, and temperature (°C) E. Historical data from the plant was obtained in order to accurately determine the relationship between the five factors and the power consumption. y A C E 240 25 100 24 91 25 236 31 95 21 90 35 290 45 110 24 88 32 274 60 88 25 87 30 301 65 94 25 91 30 316 72 99 26 94 27 300 80 97 25 87 41 296 84 96 25 86 29 267 75 110 24 88 29 276 60 105 25 91 32 288 50 100 25 90 34 261 38 98 23 89 31 Using a 95% confidence level, complete the ANOVA table below for the multiple linear regression model of the 5 factors. ANOVA Source df SS MS fcalc p-value Regression Residual Total Based on the ANOVA table, it can be conclude that Using the results of the multiple linear regression analysis above, predict the power consumption on a normal operation period where A = 40 kg/m³, B = 100 tons, C = 25 days, D = 90%, E = 30°C. kWh If a screening experiment concluded that the weight of product has no significant effect on the yield, will its removal improve the regression model? because the of the new model from to
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