By computing the trace, determinant, and rank, determine that A and B are not similar. 3 B= 1. 0. Select one: Oa. They are not similar because their traces are distinct. O6. They are not similar because both their traces and determinants are distinct. OC. They are not similar because their determinants are distinct. O d. They are not similar because their ranks are distinct. O e. They are not similar because both their traces and ranks are distinct.

Q: Find the value of each determinant.

A: Solution:let        D=ABC1-2-3023To find the Value of Determinant

Q: 11. -2 1 4 3 5 -7 1 6 2

A: In the given question we have to evaluate the following determinant:…

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Q: a a. Evaluate: a a a b. Evaluate: 0 0 0 a a a al la a a a a a a c. Evaluate: 0 0 a a 0 0 0 a d.…

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Q: Find the value of each determinant.

A: ABC-13550-2

Q: Explore the effects of an elementary row operation on the determinant of a matrix. State the row…

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Q: Use the fact that to compute the following determinant. |-5a +8g −5b+8h d 9 e h a b c d e f = 9 gh i…

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Q: refer  to  image  below.

A: Area of the triangle is 63.5 .Explanation:

Q: Can you compute the determinant by 1. Along the third column and 2. Along the second row.

A: Matrix A is: A = [  1    -3     2          5    -1      3          5   -3     11  ] 1. Determinant…

Q: Use the determinant of a matrix to find the area of the triangle whose vertices are (0, 2), (4,-4),…

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Q: Find the determinant, assuming that 422 42 a b c de f = 6. gh 7c ba 7f e d 7i h g

A: Please see the attached images for the solution.If there are queries please do not hesitate to ask.…

Q: Use the arrow technique to evaluate the determinant. 4 0 0 2 8 -3 det 5-1 1 Jala

A: Topic = Determinant

Q: Evaluate each determinant when a = 1, b = 4, and c = −3.

A: