The same element (as per previous question) is considered here again. Suppose that [J11 J12] J21 J22 the Jacobian matrix of a specific point is obtained as J = z J11 =-0.39, J12 = -1.23, J21 = 0.94 Suppose that the determinant of the Jacobian matrix is found to be equal to det(J)=1.62. Find the value of J22 (Hint: round you final answer to 4 digits after decimal point). 4 (1,6) 1 (0,0) Your Answer: 2 (3, 2) 3 (5.5) where X 4

Elements Of Electromagnetics
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Author:Sadiku, Matthew N. O.
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The same element (as per previous question) is considered here again. Suppose that
the Jacobian matrix of a specific point is obtained as J
J11 J12
J21 J22
J11 -0.39, J12 = -1.23, J21 = 0.94
Suppose that the determinant of the Jacobian matrix is found to be equal to
det(J)=1.62. Find the value of J22 (Hint: round you final answer to 4 digits after
decimal point).
У.
4 (1,6)
1 (0,0)
Your Answer:
Answer
2 (3, 2)
3 (5.5)
where
X
4
A
Transcribed Image Text:The same element (as per previous question) is considered here again. Suppose that the Jacobian matrix of a specific point is obtained as J J11 J12 J21 J22 J11 -0.39, J12 = -1.23, J21 = 0.94 Suppose that the determinant of the Jacobian matrix is found to be equal to det(J)=1.62. Find the value of J22 (Hint: round you final answer to 4 digits after decimal point). У. 4 (1,6) 1 (0,0) Your Answer: Answer 2 (3, 2) 3 (5.5) where X 4 A
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