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si(t) = A cos (2 fet) 0tT 82(t) = A cos (2(fe+Af)t) 0tT (1) a) Show that Af = 1/27 is the minimum value
si(t) = A cos (2 fet) 0tT 82(t) = A cos (2(fe+Af)t) 0tT (1) a) Show that Af = 1/27 is the minimum value of Af that ensures that s(t) and s2(t) are orthogonal. b) Determine the value of A such that both s(t) and s2(t) have unit energy.
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Principles of Financial Accounting
Authors: Belverd E. Needles, Marian Powers
12th edition
978-1133940562, 1133940560, 978-1285608464, 1285608461, 1133939287, 978-0357693605, 978-1285607047, 128560704X, 978-1133939283
