Let A Explain why the following is true If the rows of A

Let A = [ ]. Explain why the following is true: \"If the rows of A add up to the same number k (i.e., if a + b = k and c + d = k), then k is a stretch of A corresponding to stretch direction [ ].\" Your explanation should include at least 3 sentences. You can use examples or sketches to help if you like.

Solution

Consider the matrix provided and use the explanation as,

if a+b = k and c+d = k
then
A [1,1] = [a+b , c+d] = [k, k] = k [1, 1]
k is an eigen value and [1,1] is an eigen vector.

Let A = [ ]. Explain why the following is true: \

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