Mathematics, 21.10.2019 20:20 angoliabirtio
Recal that a function l is a linear transformation if al z and w in the domain of l and al constants a met the
folowing two conditions:
i. l(z + w) = l(z) + l(w)
i. l(aa) = aa(z)
show that the folowing functions met the definition of a linear transformation.
a. l1(z) = 4z
b. l2(z) = i
c. l3(z) = (4 + i)z
Answers: 2
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Recal that a function l is a linear transformation if al z and w in the domain of l and al constants...
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