(A) Construct the matrix equation used to find the least squares best fit of the data (-2, – 2), (1, 1), (-2, 1), (1, 1). to the formula c- +q+c%z = y. (B) Construct the matrix equation used to find the least squares best fit of the data (0, 0, 3), (-3, – 3, 3), (-3, – 3, – 1), (2, 0, – 2). to the formula cI +qy+cxy = z. (C) Construct the matrix equation used to find the least squares best fit of the data (0, – 2), (, 3), (G, - 2) to the formula co sin(z) +q cos(z) = y

Advanced Engineering Mathematics
10th Edition
ISBN:9780470458365
Author:Erwin Kreyszig
Publisher:Erwin Kreyszig
Chapter2: Second-order Linear Odes
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in this problem for experts, you will compute the matrix A used to make least square estimates in three exotic situations.
(A) Construct the matrix equation used to find the least squares best fit of the data
(-2, – 2), (1, 1), (-2, 1), (1, 1).
1
to the formula c -+a + Czz = y.
(B) Construct the matrix equation used to find the least squares best fit of the data
(0, 0, 3), (-3, – 3, 3), (-3, – 3, – 1), (2, 0, – 2).
to the formula Cyz + Gy+ Czry = z.
Co
- 2), 증, 9) (금) -2)
(C) Construct the matrix equation used to find the least squares best fit of the data (0, - 2),
to the formula co sin(z) +q cos(x) = y
||
Transcribed Image Text:in this problem for experts, you will compute the matrix A used to make least square estimates in three exotic situations. (A) Construct the matrix equation used to find the least squares best fit of the data (-2, – 2), (1, 1), (-2, 1), (1, 1). 1 to the formula c -+a + Czz = y. (B) Construct the matrix equation used to find the least squares best fit of the data (0, 0, 3), (-3, – 3, 3), (-3, – 3, – 1), (2, 0, – 2). to the formula Cyz + Gy+ Czry = z. Co - 2), 증, 9) (금) -2) (C) Construct the matrix equation used to find the least squares best fit of the data (0, - 2), to the formula co sin(z) +q cos(x) = y ||
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