(New page: I have no idea if i am doing this right because i see a whole mess of people having done the same thing. I looked at the problem and saw that <math>\,\ y(t) = tx(-t)</math> so for <math...)
 
 
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<math>\,\ y(t) = tcos(-2t) </math> which is the same as what everybody else has because <math>\,\ cos(-2t) = cos(2t)</math>
 
<math>\,\ y(t) = tcos(-2t) </math> which is the same as what everybody else has because <math>\,\ cos(-2t) = cos(2t)</math>
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can someone correct me if i am wrong.

Latest revision as of 17:45, 18 September 2008

I have no idea if i am doing this right because i see a whole mess of people having done the same thing. I looked at the problem and saw that

$ \,\ y(t) = tx(-t) $

so for $ \,\ x(t)=cos(2t) $ we will get

$ \,\ y(t) = tcos(-2t) $ which is the same as what everybody else has because $ \,\ cos(-2t) = cos(2t) $

can someone correct me if i am wrong.

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