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PRADEEP PUBLICATION-DETERMINANTS-EXERCISE
- Consider the matrix A = [(-3,5),(6,11)]. Write the following A22
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- If A = [(13,-10),(7,87)], write the following submatrices of A. A12
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- If A = [(13,-10),(7,87)], write the following submatrices of A. A22
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- If A = [(a,h,g),(h,b,f),(g,f,c)], find the submatrix of A obtained by ...
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- If A = [(a,h,g),(h,b,f),(g,f,c)], find the submatrix of A obtained by ...
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- If A = [(a,h,g),(h,b,f),(g,f,c)], find the submatrix of A obtained by ...
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- If A = [(a,h,g),(h,b,f),(g,f,c)], find the submatrix of A obtained by ...
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- Find the minors and cofactos of each entry of the first column of the ...
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- Find the minors and cofactos of each entry of the first column of the ...
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- Find the minors and cofactos of each entry of the first column of the ...
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- Find the minors and cofactos of each entry of the first column of the ...
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- Evaluate the following determinants: {:|(-2,3),(4,-9)|
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- Evalate the following determinants: |(1//2, 8),(4,2)|
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- Evaluate the following determinants: |(a+ib , - c + id),(c+id, a-ib)...
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- Evaluate the following determinants: |(3x, x-7),(x+1,5x+1)|
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- Show that |(sin10^@, - cos10^@),(sin80^@, cos80^@)| = 1
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- Show that {:|(cos15^@, sin15^@),(sin75^@, cos75^@)|:}= 0
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- Evaluate |(x,x+1),(x-1,x)|
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- Evaluate the following determinants: |(1,0,0),(0,1,0),(0,0,1)|
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- Evaluate the following determinants: |(1,-3,3),(4,-1,3),(3,5,3)|
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- Evaluate the following determinants: |(1,0,2),(0,2,1),(2,0,3)|
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