How do you find the transfer function of a system described by two simultaneous de's, ie,

-(D+1)y1(t) + (2D + 1)y2(t) = x(t)

-(D+2)y1(t) + (D+1)y2(t) = 0

Those are negative signs.

x(t) is given.

I want to find the impulse response "relating outputs y1(t) and y2(t) to the input x(t)"

im just wondering whether there will be two different transfer functions and thus two different impulse responses...

-(D+1)y1(t) + (2D + 1)y2(t) = x(t)

-(D+2)y1(t) + (D+1)y2(t) = 0

Those are negative signs.

x(t) is given.

I want to find the impulse response "relating outputs y1(t) and y2(t) to the input x(t)"

im just wondering whether there will be two different transfer functions and thus two different impulse responses...

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