EC > GATE 2014 SET-2 > State Space Analysis
An unforced linear time invariant (LTI) system is represented by
If the initial conditions are x1(0) = 1 and x2(0) = -1, the solution of the state equation is
A
x1(t) = -1, x2(t) = 2
B
x1(t) = -e-t, x2(t) = 2e-t
C
x1(t) = e-t, x2(t) = -e-2t
D
x1(t) = -e-t, x2(t) = -2e-t

Correct : c

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