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Cansider the below systern with \( a=4, b=13, c=9, d=12 \) and \( r(t)=2 u(t) \). The system type is a. 1 b. 0 c. 2 d. 3 e. 1 The system arder is a. 3 b. 0 c. 4 d. 1 e. 2 . If the cutput is, \( C(s)=\

User Tunmee
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The system type of the given system can be determined by counting the number of poles at the origin (s = 0). In this case, the system has one pole at the origin, which means it is a type 1 system.

The system order can be determined by counting the highest power of s in the transfer function. In this case, the transfer function is not given, so we cannot determine the system order.

To summarize:
a. The system type is 1.
b. The system order cannot be determined without the transfer function.

User TechTravelThink
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