dy (t) dt - + λy(t) = 0 YH (0) = K Perform an Mth order regression to determine an approximate function yg (t). Evaluate yreg (t) for a given input vector M. Approximate dyreg (t) dt using backward difference.

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d y (1)
+ îy# (t)=0
dt
Y# (0) = K
Perform an Mth order regression to determine an approximate function ye (t).
Evaluate y (t) for a given input vector M.
dyreg )
Approximate
using backward difference.
dt
Consider the following:
The solution to the equation is y7 (t)= K e¯*,1> 0
Assume that 1 = 0.5 , and K = 2.
Transcribed Image Text:d y (1) + îy# (t)=0 dt Y# (0) = K Perform an Mth order regression to determine an approximate function ye (t). Evaluate y (t) for a given input vector M. dyreg ) Approximate using backward difference. dt Consider the following: The solution to the equation is y7 (t)= K e¯*,1> 0 Assume that 1 = 0.5 , and K = 2.
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