The determinant \( \Delta=\left|\begin{array}{ccc}a & b & a \alpha+b \\ b & c & b \alpha+c \\ a ...

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prove that det ( b+c a a , b c+a b , c c a+b)=4abc || Prove that `|b+c a a b c+a b cc a+b|=4a b c prove that det ( b+c a a , b c+a b , c c a+b)=4abc || Prove that `|b+c a a b c+a b cc a+b|=4a b c
If α ≠ a,β≠b,γ≠c and det(alpha b c a beta c a b gama) |JEE|Main|2024|session 2|8th April|Shift 2 If α ≠ a,β≠b,γ≠c and det(alpha b c a beta c a b gama) |JEE|Main|2024|session 2|8th April|Shift 2
The determinant | Chapter 6, Essence of linear algebra The determinant | Chapter 6, Essence of linear algebra
The determinant Delta = |(b,c,b alpha +c),(c,d,c alpha + d),(b alpha + c,c alpha + d,a a^(3) - c... The determinant Delta = |(b,c,b alpha +c),(c,d,c alpha + d),(b alpha + c,c alpha + d,a a^(3) - c...
The determinant `Delta = |(b,c,b alpha +c),(c,d,c alpha + d),(b alpha + c,c alpha + d,a a^(3) The determinant `Delta = |(b,c,b alpha +c),(c,d,c alpha + d),(b alpha + c,c alpha + d,a a^(3)
The determinant \[ \Delta=\left|\begin{array}{ccc} \cos (\alpha+\beta) & -\sin (\alpha+\beta) & ... The determinant \[ \Delta=\left|\begin{array}{ccc} \cos (\alpha+\beta) & -\sin (\alpha+\beta) & ...
Let \( \alpha, \beta \), be the roots of the equation \( a x^{2}+b x+c=0 \). Let \( S_{n}=\alpha... Let \( \alpha, \beta \), be the roots of the equation \( a x^{2}+b x+c=0 \). Let \( S_{n}=\alpha...
det(A+B) + det(A-B) = 2det(A) + 2det(B). along with a bonus problem. det(A+B) + det(A-B) = 2det(A) + 2det(B). along with a bonus problem.