If … = … = Ax³ + Bx² + Cx + D, then B + C is equal to :

Option B. … = …\left| {\matrix{ {x - 2} & {2x - 3} & {3x - 4} \cr {2x - 3} & {3x - 4} & {4x - 5} \cr {3x - 5} & {5x - 8} & {10x - 17} \cr

Matrices and Determinants

JEE Main 2020 · 3 Sep, Morning shift · Q4457

MathematicsMedium244×since 2002Q4457

\Delta

\left| {\matrix{ {x - 2} & {2x - 3} & {3x - 4} \cr {2x - 3} & {3x - 4} & {4x - 5} \cr {3x - 5} & {5x - 8} & {10x - 17} \cr } } \right|

= Ax³ + Bx² + Cx + D, then B + C is equal to :

JEE Main 2020 · 3 Sep, Morning shift · Q4457

MathematicsMedium244×since 2002Q4457

\Delta

\left| {\matrix{ {x - 2} & {2x - 3} & {3x - 4} \cr {2x - 3} & {3x - 4} & {4x - 5} \cr {3x - 5} & {5x - 8} & {10x - 17} \cr } } \right|

= Ax³ + Bx² + Cx + D, then B + C is equal to :