3 A System Can Be Described By The Differential Equation 3j 2y 1 T With Initial Conditions Y 0 0 And Y 0 1 A Fin 1 (33.65 KiB) Viewed 24 times
3. A system can be described by the differential equation +3j+2y=1+t with initial conditions y(0)=0) and y(0)=1. (a) Find the total response of the system. (b) Find the free response of the system. (c) Find the forced response of the system. (d) Find the transient response of the system. (e) Find the steady state response of the system.
Anonymous answered this 65 answers * Free response ģt gy + 2y oplet -0 0 = /28 و3 پ زد - and y/o)=0 Solutions ylt) = de $(0-1. solution X My Textbook Solutions answers Signals and Systems - Solutions → r felven, ega ☺ + 3y +ay+1 = t g(0)=0 i ý (0)=1 Solution 916)- - goed te koop **** Steady state solution - Transient statt nuution = 6 - Fonce response using unit fumer - - 3e-2t tent Organic Chemistry tet Solutions → View all solutions t=1 (9) = 0, 0); + 3y + y-410 Soleda. y (t) = l-et * Total response Fonce + Free ·l-et+4-07 e-te-t. 3
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