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Please, I need detailed steps for linearizing the function. The non-linear model y = AxB was used to fit x,y data: x 1 2 3 y 2 5 10.5 4 16 5 32 6 45 The following sums are provided: xi 10Σx^2 6.58 0.669 91.0 logx X^2 2.86 7.95 25.9 logx^2 0g x1og 1.77 3.40 1.813 Use linearization and least squares regression to answer the following two questions: The value of B is: a) -0.0302 b) 0.2172 c) 0.96096 d) 0.933 The value of A is: a) -0.0302 b) 0.2172 c) 0.933 d) 1.649

          Please, I need detailed steps for linearizing the function.
The non-linear model y = AxB was used to fit x,y data:
x   1   2   3
y   2   5   10.5
4   16
5   32
6   45

The following sums are provided:
xi          10Σx^2      6.58    0.669   91.0
logx        X^2         2.86    7.95    25.9
logx^2      0g x1og     1.77    3.40    1.813

Use linearization and least squares regression to answer the following two questions:
The value of B is:
a) -0.0302
b) 0.2172
c) 0.96096
d) 0.933

The value of A is:
a) -0.0302
b) 0.2172
c) 0.933
d) 1.649
        
Show more…
please i need detailed steps for linearizing the function 17the non linear modelyaxbwas used to fitxy data x 1 2 3 y 2 5 105 4 16 5 32 6 45 the following sums are provided xi 10g 2x2 658 066 08986

Added by Victor Manuel P.

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Elementary Statistics a Step by Step Approach
Elementary Statistics a Step by Step Approach
Allan G. Bluman 9th Edition
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Please, I need detailed steps for linearizing the function. The non-linear model y = AxB was used to fit x,y data: x 1 2 3 y 2 5 10.5 4 16 5 32 6 45 The following sums are provided: xi 10Σx^2 6.58 0.669 91.0 logx X^2 2.86 7.95 25.9 logx^2 0g x1og 1.77 3.40 1.813 Use linearization and least squares regression to answer the following two questions: The value of B is: a) -0.0302 b) 0.2172 c) 0.96096 d) 0.933 The value of A is: a) -0.0302 b) 0.2172 c) 0.933 d) 1.649
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Transcript

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00:02 Hi, when a new constraint is added to the problem, the feasible region either reduces or remain the same.
00:09 So by the addition of new constraints, there will be either a feasible region...
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