complex numbers then prove that If a, az, . . ..a, and b,, b, . .., b, are |a,5, + a,b, + ..+a̟ b̟² s (l a,f |+| a,f + ...+|a,) (l b,P +|b,² + .

MATLAB: An Introduction with Applications
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ISBN:9781119256830
Author:Amos Gilat
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Chapter1: Starting With Matlab
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17. If ap az •
and b, b, . . . , b,
complex numbers then prove that
a
are
1a,5, + a,b, +... +a¸b̟s(\ a,f I +|a,ƒ + . +| a_²) ( b,P +\b,² + .+[b,
a̟ b̟² < ( a,P |+| a,P + ..+| a,) (1 b,P +1 b,² +
Transcribed Image Text:17. If ap az • and b, b, . . . , b, complex numbers then prove that a are 1a,5, + a,b, +... +a¸b̟s(\ a,f I +|a,ƒ + . +| a_²) ( b,P +\b,² + .+[b, a̟ b̟² < ( a,P |+| a,P + ..+| a,) (1 b,P +1 b,² +
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