(New page: What I ended up doing, in response to Adam's message, is figuring that: <math>x_1[n] = -x_1[-n]</math> and <math>x_2[n] = x_2[-n] </math> and then defined <math>(x_1[n])(x_2[n])</math> as...) |
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Multiplying the redefined <math>x_1[n]</math> and <math>x_2[n]</math> I got <math>-(x_1[-n](x_2[-n]))</math> which resembles very closely -y[-n]. | Multiplying the redefined <math>x_1[n]</math> and <math>x_2[n]</math> I got <math>-(x_1[-n](x_2[-n]))</math> which resembles very closely -y[-n]. | ||
From there I declared the function odd. | From there I declared the function odd. | ||
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| + | Back to [[Homework_1]] | ||
Latest revision as of 14:12, 23 June 2009
What I ended up doing, in response to Adam's message, is figuring that:
$ x_1[n] = -x_1[-n] $ and $ x_2[n] = x_2[-n] $ and then defined $ (x_1[n])(x_2[n]) $ as y[n]
Multiplying the redefined $ x_1[n] $ and $ x_2[n] $ I got $ -(x_1[-n](x_2[-n])) $ which resembles very closely -y[-n]. From there I declared the function odd.
Back to Homework_1
