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I have a question regarding differential equations: why is there a y in u(t) dy/dt + u'(t)y= u(t) g(t) link: http://tutorial.math.lamar.edu/Classes/DE/Linear.aspx equation number 4
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because at the beginning they started with dy/ddt + p(t)y=g(y)
dy/dt*
and it says that u(t)p(t)= u'(t) which means they only substituted the u'(t) instead of p(t)u(t) so the y doesnt change
can u explain it frm d beginning
so the y is there since the beginning?
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