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Popular Questions
- If |y+z x y| |z + x z x| |x+y y z| = k(x+y+z)(x-z)^2, then k =
- The roots of the determinant equation (in x)
- |b+c a a| | b c+a b| |c c a+b| =
- If a is not equal to 6, b, c satisfy
- If a, b, c are in A.P., then the value of
- |b^2 -ab b-c bc-ac| |ab-a^2 a-b b^2 - ab| |bc - ac c - a ab - a^2| =
- |sin^2 x cos^2 x 1| |cos^2 x sin^2 x 1| | -10 12 2| =
- The values of x for which the following determinant equation,
- |1 5 pi | log e 5 root 5| |log10^10 5 e| =
- |1 1+ac 1+bc| |1 1+ad 1+bd| |1 1+ae 1+be| =
- If |-a^2 ab ac| |ab -b^2 bc| |ac bc -c^2| = Ka^2b^2c^2, then K =
- value of | equation | is
- |1/a a^2 bc| 1/b b^2 ca| |1/c c^2 ab| =
- |b+c a-b a| |c+a b-c b| |a+b c-a c| =
- value of K is given below
- |0 p-q p-q| |q-p 0 q-r| |r-p r-q 0| =
- |a-b-c 2a 2a| |2b b-c-a 2b| |2c 2c c-a-b| =
- value of equation is given follows
- If A and B are two symmetric matrices of same order. Then, the matrix AB - BA is equal to
- Equation is given below
- If omega is an imaginary root of unity, then the value of
- let w =-1/2 + i root 3/2 then the value of the determinat
- If n > - 2 is an integer
- If a, b, c are different and
- The value of (equation) is equal to
- Equation is given below
- |a^2 b^2 c^2| |(a+1)^2 (b+1)^2 (c+1)^2| |(a-1)^2 (b-1)^2 (c-1)^2| =
- The determinant |4+x^2 -6 -2| |-6 9+x^2 3| |-2 3 1+x^2| is not divisible by
- If ω is a complex cube root of unity and
- If omega is the cube root of unity, then
- equation is given below
- if omega be a complex cube root of unity, then
- |1 1 1| |1 omega^2 omega| |1 omega omega^2| =
- |a-1 a bc| |b-1 b ca| |c-1 c ab| =
- If one of the cube roots of 1 be w, then
- values of K is given follows
- The value of the determinant
- If S is. the set of distinct values
- Equation is given below
- The value of the determinant
