if a is a 3 × 3 matrix such that |5.adj a|=5, then |a| is equal to
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let a be a 3 × 3 matrix such that
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if a=[■(5a&-b@3&2)] and a adj a=aa^t, then 5a b is equal to
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if a=[■(1&sinθ&1@-sinθ&1&sinθ@-1&-sinθ&1)]; then for all θ=(3π/4,5π/4),det〖(a)〗 lies in
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let a be a 3 × 3 matrix such that adj a^= [■(2&-1&1@-1&0&2@1&-2&-1)] and b=adj(adj a).
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if a is order 3 square matrix such that |a|=2, then |adj(adj(adja))| is (1) 512 (2) 256 (3) 64 (4...
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if a is a square matrix of order 3 such that |adja|=64, then the value of |a| is : | class 12 |...
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see what happen after reading h.c verma ( concept of physics ) 😭
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how to find adjoint of 3 x 3 matrix
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how to find the adj(a) for matrix a
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if element of matrix a is defined as a=[a_ij]3×3 where a={■(〖(-1)〗^(i-j)&ij@2&i=j@〖(-1)〗^(i j)&ij)┤,
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let a be a 3 ×3 matrix with a_11=0 and a_21 ≠0 show that a is row equivalent to i if …
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if a is a square matrix of order 3 and |a|=5 then |adj a|= | class 12 math sample paper solution
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if m=(■(5/2&3/2@-3/2&-1/2)), then which of the following matrices is equal to m^2022? ... 👇 | nimcet
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aiats test 3a paper 1 code a&b for xii studying students mathematics jee advanced 2019 q56 to 57
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if a,b,c are non zero complex numbers satisfying a^2 b^2 c^2=0 and
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∆_r=|■(r&2r-1&3r-2@n/2&n-1&a@1/2 n(n-1)&
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if a greater than 0 and discriminant of ax^2 2bx c is –ve, then |■(a&b&ax b@b&c&bx c@ax b&bx c&0)
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