Let AAA be a n×nn \times nn×n matrix. What is det(kA)\det(kA)det(kA) in terms of det(A)\det(A)det(A)?
kndet(A)k^n \det(A)kndet(A)
kdet(A)k \det(A)kdet(A)
nkdet(A)n^k \det(A)nkdet(A)
det(A)\det(A)det(A)