Limit of a determinant:
Let 
provided each of nine
limiting values exist finitely.
provided each of nine
limiting values exist finitely.
Differentiation of a determinant:
Let 
then
then
Integration of a determinant:
Let 
where a, b, c, l, m
and n are constants then
where a, b, c, l, m
and n are constants then
If more than
one row (column) of Δ (x) are variable, then in order to
find 
first we evaluate the determinant Δ (x) by using the properties of determinants and we integrate it.
first we evaluate the determinant Δ (x) by using the properties of determinants and we integrate it.
Ex:
If 
then evaluate 
then evaluate
Sol:
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