IIT JEE MATRICES If `P=[(sqrt(3))/2 1/2-1/2(sqrt(3))/2]a n dA=[1 1 1 0]a n dQ=P A P^T a n dx=P^T ...

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Let P= [√3/2 1/2 -1/2 √3/2], A= [1 1 0 1] and Q=PAP^T.If P^TQ^2007P= [a b c d] Let P= [√3/2 1/2 -1/2 √3/2], A= [1 1 0 1] and Q=PAP^T.If P^TQ^2007P= [a b c d]
Q) Let 𝑃=[ (√3/2 1/2 βˆ’1/2 √3/2)],𝐴=[ (1 1 0 1)] and 𝑄=𝑃𝐴𝑃^𝑇. If P^T Q^2007 P=[ (a b c d)], then Q) Let 𝑃=[ (√3/2 1/2 βˆ’1/2 √3/2)],𝐴=[ (1 1 0 1)] and 𝑄=𝑃𝐴𝑃^𝑇. If P^T Q^2007 P=[ (a b c d)], then
If `P=[[sqrt(3)/2,1/2],[-1/2,sqrt(3)/2]],A=[[1,1],[0,1]]` and `Q=PAP^T`, then `P^TQ^2013P=` If `P=[[sqrt(3)/2,1/2],[-1/2,sqrt(3)/2]],A=[[1,1],[0,1]]` and `Q=PAP^T`, then `P^TQ^2013P=`
If P=[β– (√3/2&1/2@-1/2&√3/2)],A=[β– (1&1@0&1)] and Q=PAP^T, then P^T Q^2015 P is If P=[β– (√3/2&1/2@-1/2&√3/2)],A=[β– (1&1@0&1)] and Q=PAP^T, then P^T Q^2015 P is
How to Solve Determinant questions in 10 Sec | Determinants Shortcut | Arvind Kalia sir How to Solve Determinant questions in 10 Sec | Determinants Shortcut | Arvind Kalia sir
If P is a 3x3 real matrix such that p^T=aP+(a-1)I where a is greater than 1 then If P is a 3x3 real matrix such that p^T=aP+(a-1)I where a is greater than 1 then
Q) Let 𝑃=[ (√3/2 1/2 βˆ’1/2 √3/2)],𝐴=[ (1 1 0 1)] and 𝑄=𝑃𝐴𝑃^𝑇. If P^T Q^2007 P=[ (a b c d)], Q) Let 𝑃=[ (√3/2 1/2 βˆ’1/2 √3/2)],𝐴=[ (1 1 0 1)] and 𝑄=𝑃𝐴𝑃^𝑇. If P^T Q^2007 P=[ (a b c d)],
# IITJEE PYQ -2023 Paper’s solution,if A=1/2 [1 root3 -root3 1] ,then A^30 +A^25 -A=I # IITJEE PYQ -2023 Paper’s solution,if A=1/2 [1 root3 -root3 1] ,then A^30 +A^25 -A=I