draw direct form 1 and direct form 2 implementa-tions for the following defference equations.(a,b,d)

$$ .66 $ Draw direct form I and direct form II implementations for the following difference equations: (a) $ y[n]-\frac{1}{$

\( .66 $ Draw direct form I and direct form II implementations for the following difference equations: (a) $ y[n]-\frac{1}{4} y[n-1]=6 x[n] $ (b) $ y[n]+\frac{1}{2} y[n-1]-\frac{1}{8} y[n-2]=x[n] $ $ +2 x[n-1] $ (c) $ y[n]-\frac{1}{9} y[n-2]=x[n-1] $ (d) $ y[n]+\frac{1}{2} y[n-1]-y[n-3]=3 x[n-1] $ $ +2 x[n-2] $

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draw direct form 1 and direct form 2 implementa-tions for the following defference equations.(a,b,d)

$$ .66 $ Draw direct form I and direct form II implementations for the following difference equations: (a) \( y[n]-\frac{1}{$

$ .66 $ Draw direct form I and direct form II implementations for the following difference equations: (a) $ y[n]-\frac{1}{4} y[n-1]=6 x[n] $ (b) $ y[n]+\frac{1}{2} y[n-1]-\frac{1}{8} y[n-2]=x[n] $ $ +2 x[n-1] $ (c) $ y[n]-\frac{1}{9} y[n-2]=x[n-1] $ (d) $ y[n]+\frac{1}{2} y[n-1]-y[n-3]=3 x[n-1] $ $ +2 x[n-2] $

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