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The eiqen values and eigen vectors of the matrix  are
  • a)
    6,1 and 
  • b)
    2 ,5 and 
  • c)
    6,1 and 
  • d)
    2,5 and 
Correct answer is option 'A'. Can you explain this answer?
Verified Answer
The eiqen values and eigen vectors of the matrixarea)6,1 andb)2 ,5 and...
The characteristic equation is 

λ = 1,6
Eigen vector corresponding to the eigen value λ = 1 by putting λ = 1 ,the matrix becomes

⇒ X = K, V= -K
Eigen vector x1 is  
Now again Eigen vector corresponding to the eigenvalue λ = 6, By putting λ = 6

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Most Upvoted Answer
The eiqen values and eigen vectors of the matrixarea)6,1 andb)2 ,5 and...
The characteristic equation is 

λ = 1,6
Eigen vector corresponding to the eigen value λ = 1 by putting λ = 1 ,the matrix becomes

⇒ X = K, V= -K
Eigen vector x1 is  
Now again Eigen vector corresponding to the eigenvalue λ = 6, By putting λ = 6

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Community Answer
The eiqen values and eigen vectors of the matrixarea)6,1 andb)2 ,5 and...
The characteristic equation is 

λ = 1,6
Eigen vector corresponding to the eigen value λ = 1 by putting λ = 1 ,the matrix becomes

⇒ X = K, V= -K
Eigen vector x1 is  
Now again Eigen vector corresponding to the eigenvalue λ = 6, By putting λ = 6

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The eiqen values and eigen vectors of the matrixarea)6,1 andb)2 ,5 andc)6,1 andd)2,5 andCorrect answer is option 'A'. Can you explain this answer?
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