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Let |A|=|a(ij)|(3xx3) ne0 Each element ...

Let `|A|=|a_(ij)|_(3xx3) ne0` Each element `a_(ij)` is multiplied by by `k^(i-j)` Let `|B|` the resulting determinant, where `k_1 |A|+k_2 |B| =a` then `k_1+k_2 =`

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Let |A|=|a_(ij)|_(3xx3)!=0 Each element a_(ij) is multiplied by by k^(i-j) Let |B| the resulting determinant,where k_(1)|A|+k_(2)|B|=a then k_(1)+k_(2)=

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