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Matrices and Determinants question

2020 · 3 Sep · Shift 1 · Q25
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  5. /2020 · 3 Sep · Shift 1 · Q25

Matrices and Determinants question

2020 · 3 Sep · Shift 1 · Q25

JEE MainMathematicsMatrices and DeterminantsMCQ+4 / −1
If Δ\DeltaΔ=∣x−22x−33x−42x−33x−44x−53x−55x−810x−17∣\left| {\begin{matrix} {x - 2} & {2x - 3} & {3x - 4} \\ {2x - 3} & {3x - 4} & {4x - 5} \\ {3x - 5} & {5x - 8} & {10x - 17} \\ \end{matrix} } \right|​x−22x−33x−5​2x−33x−45x−8​3x−44x−510x−17​​ = Ax3 + Bx2 + Cx + D, then B + C is equal to :
  1. A
    -1
  2. B
    -3
  3. C
    9
  4. D
    1
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