Find the eigenvalues of the matrix and determine whether there is a sufficient number to guarantee that the matrix is diagonalizable. (Recall that the diagonalizable by the theorem shown below.) Sufficient Condition for Diagonalization If an n x n matrix A has n distinct eigenvalues, then the corresponding eigenvectors are linearly independent and A is diagonalizable. 6 6 Find the eigenvalues. (Enter your answers as a comma-separated list.) 2 = 0,6

Q: For this question, why do you have to add 14?

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Q: 3Cant understand this, please  Write on paper and write the question too so I can print

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Q: There are two more questions pleade

A: I have to answer for part-d and part-e, so i use the previous result .

Q: That's not the correct answer.  Choice D is the answer.

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Q: Find a b. a = (3.5, 0.2), b = (-5, 4)

A: The given vectors  and .The aim is to find the value of the dot product .

Q: +メ XP 3. Derermiてe

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Q: et (ex - 13)(e + 20) xp

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Q: This was not the correct answer, could you please try again and get back to me?

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Q: do 2nd question as well

A: To find the equation of the line tangent to the curve  at the point  on the curve.

Q: How many three-digit numbers have the sum of their digits equal to 19? There are three-digit numbers…

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Q: Sorry, but these are not the correct questions. Thank you

A: Let's solve.

Q: question Q3B

A: For the process to be Covariance Stationary, EYt = 207 ∀t

Q: How would you describe your complete answer in APA

A: APA format is one of several different writing formats used for publications, papers, essays, and…

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A: Unanswered parts:   Level of significance:   Given that the level of significance is 1%. Thus, the…