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What will be the value of the given determinant \(\begin{vmatrix}109 & 102 & 95 \\6 & 13 & 20 \\1 & -6 & 13 \end {vmatrix}\)?(a) constant other than 0(b) 0(c) 100(d) -1997I had been asked this question during an interview.This is a very interesting question from Application of Determinants in section Determinants of Mathematics – Class 12

Answer»

Correct option is (b) 0

To EXPLAIN I WOULD say: In the given determinant FORM the ELEMENTS are in A.P

Also the common difference of this A.P is 7

Thus the value of the given determinant = 0



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