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1.Consider the conic section C whose associated matrix is: A=(61212−1) If θ is the angle of rotation of C, so cos(θ) i
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1.Consider the conic section C whose associated matrix is: A=(61212−1) If θ is the angle of rotation of C, so cos(θ) i
1.Consider the conic section C whose associated matrix is: A=(61212−1) If θ is the angle of rotation of C, so cos(θ) it is: Give your answer using truncation to two decimal places. 2. Consider the matrix: A=⎝⎛−27−1−57−59351716925−35547−93−21−13⎠⎞ The eigenvalue of A whose geometric multiplicity is 2
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