एक `4xx3` आव्यूह की रचना करें जिसके `a_(ij)` अवयव निम्न हैं
`{:{(i^(2)", यदि " i lt j),(i/j", यदि "i=j),(j^(2)", यदि " i gt j) :}`

Construct a 3xx2 matrix A=[a_(ij)] , whose elements are given by a_(ij)={{:(i-j",",iltj),(i+j",",i=j),(i*j",",igtj):} .

Let A = {a _(ij)} be a 3 xx 3 matrix, where a_(ij) {{:( (-1) ^( j -i) if i lt j","),( 2 if i=j","),( (-1) ^(i+j) if i gt j","):} then det (3 Adj (2 A ^(-1))) is equal to _____________

If matrix A = [a_(i j)]_(2 xx 2) , where a_(i j) = {("1 if",i ne j),("0 if",i = j):} then A^(2) is equal to

If matrix A = [a_(ij)] _(2xx2) where a_(ij) {:(-1," if " i !=j ),(=0 , " if " i = j):} then A^(2) is equal to :

2i · (j xx k) - 3j · (i xx k) - 4k · (i xx j) =

construct a 2xx3 "matrix" A=[a_(ij)] , whose elements are give by a_(ij)= {{:(i-j"," igej),(i+j"," ilt j):}

construct a 2xx3 "matrix" A=[a_(ij)] , whose elements are give by a_(ij)= {{:(i-j"," igej),(i+j"," ilt j):}

Given A = [a_(y)]_(2 xx 2) "where " a_(y) = {{:((|-3i + j|)/(2) if i ne j ),((i + j)^(2) If i = j ):} " then " a_(11) + a_(21) =

If A=[a_(ij)]_(2xx2) where a_(ij)={{:(1",",if, I ne j),(0",", if,i=j):} then A^(2) is equal to

construct a 2xx3 "matrix" A=[a_(ij)] , whose elements are give by a_(ij)= {{:(i-j"," gej),(i+j"," lt j):}