1 15. Consider the matrix A = |1 -2 2r – 4 where r is a constant. 1 -r + 2 The values of r for which A is diagonalizable are (A) r ER\ {0, -1} (B) r E R \ {–1} (C) r E R \ {0} (D) r E R \ {0,1} (E) r...

plz solve it within 30-40 mins I'll give you multiple upvote1<br>15. Consider the matrix A = |1 -2 2r – 4<br>where r is a constant.<br>1<br>-r + 2<br>The values of r for which A is diagonalizable are<br>(A) r ER\ {0, -1}<br>(B) r E R \ {–1}<br>(C) r E R \ {0}<br>(D) r E R \ {0,1}<br>(E) r E R \ {1}<br>

Extracted text: 1 15. Consider the matrix A = |1 -2 2r – 4 where r is a constant. 1 -r + 2 The values of r for which A is diagonalizable are (A) r ER\ {0, -1} (B) r E R \ {–1} (C) r E R \ {0} (D) r E R \ {0,1} (E) r E R \ {1}

Jun 05, 2022
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