3 and 4 .Determinants and Matrices
easy

यदि सारणिक $\Delta = \left| {\begin{array}{*{20}{c}}{{a_1}}&{{b_1}}&{{c_1}}\\{{a_2}}&{{b_2}}&{{c_2}}\\{{a_3}}&{{b_3}}&{{c_3}}\end{array}} \right|$, ${A_1},{B_1},{C_1}$ $etc$. आदि क्रमश: ${a_1},{b_1},{c_1}$ आदि के सहखण्ड हों, तो निम्न में से कौन सा सम्बन्ध असत्य है

A

${a_1}{A_1} + {b_1}{B_1} + {c_1}{C_1} = \Delta $

B

${a_2}{A_2} + {b_2}{B_2} + {c_2}{C_2} = \Delta $

C

${a_3}{A_3} + {b_3}{B_3} + {c_3}{C_3} = \Delta $

D

${a_1}{A_2} + {b_1}{B_2} + {c_1}{C_2} = \Delta $

Solution

यह एक आधारभूत संकल्पना है।

Standard 12
Mathematics

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