Suppose the system to the right is consistent for all possible values of f and g. What can you say about the coefficients c and d? Justify your answer.Select the correct answer below.A. Since f and g are arbitrary, c and d can be any value and the system will be consistent.B.1f130 d 13c g- cfсgequation of 0 =b, where b is nonzero. Thus, d # 13c.C.The row reduction of1 13The row reduction of1 13 f113f[:]g0 d-13c g- cfequation of bx₂=0 where b is nonzero. Thus, c = d=0.D. Since f and g are arbitrary and the system is consistent for all possible values of f and g, c = 0 and d = 1. Otherwise, the triangular form of the matrix will show that the system is inconsistent.toс dX₁ + 13x₂ = fCX₁ + dx₂ = gtoshows that d - 13c #0 since f and g are arbitrary. Otherwise, for some choices of f and g, the second row could correspond to anshows that d - 13c=0 since f and g are arbitrary. Otherwise, for some choices of f and g, the second row could correspond to an

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Suppose the system to the right is consistent for all possible values of f and g. What can you say about the coefficients c and d? Justify your answer. Select the correct answer below. O A. Since f and g are arbitrary, c and d can be any value and the system will be consistent. OB. O C. The row reduction of to 1 13 f 1 13 f с с dg 0 d 13c g-cf equation of 0 =b, where b is nonzero. Thus, d# 13c. H to equation of bx₂=0 where b is nonzero. Thus, c= d = 0. O D. Since f and g are arbitrary and the system is consistent for all possible values of f and g, c = 0 and d = 1. Otherwise, the triangular form of the matrix will show that the system is inconsistent. The row reduction of 1 13 f c d g …... 13 f 0 d 13c g-cf X₁ + 13x₂=f CX₁ + dx₂ = g shows that d - 13c #0 since f and g are arbitrary. Otherwise, for some choices of f and g, the second row could correspond to an shows that d - 13c=0 since f and g are arbitrary. Otherwise, for some choices of f and g, the second row could correspond to an

Suppose the system to the right is consistent for all possible values of f and g. What can you say about the coefficients c and d? Justify your answer. Select the correct answer below. O A. Since f and g are arbitrary, c and d can be any value and the system will be consistent. OB. O C. The row reduction of to 1 13 f 1 13 f с с dg 0 d 13c g-cf equation of 0 =b, where b is nonzero. Thus, d# 13c. H to equation of bx₂=0 where b is nonzero. Thus, c= d = 0. O D. Since f and g are arbitrary and the system is consistent for all possible values of f and g, c = 0 and d = 1. Otherwise, the triangular form of the matrix will show that the system is inconsistent. The row reduction of 1 13 f c d g …... 13 f 0 d 13c g-cf X₁ + 13x₂=f CX₁ + dx₂ = g shows that d - 13c #0 since f and g are arbitrary. Otherwise, for some choices of f and g, the second row could correspond to an shows that d - 13c=0 since f and g are arbitrary. Otherwise, for some choices of f and g, the second row could correspond to an

Advanced Engineering Mathematics

10th Edition

ISBN:9780470458365

Author:Erwin Kreyszig

Publisher:Erwin Kreyszig

Chapter2: Second-order Linear Odes

Section: Chapter Questions

Problem 1RQ

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Givin the following system what should the second equation be multiplied by to eliminate the variable y -x+6y=7 and 6x+2=-4 a.-3 b.3 c.1/6 d.-1/6
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Provide a coherent answer for items C and D.
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