Answer Happy

Consider a system described by the following differential equation where r(t) and y(t) are the input and output, respectively: dºyệt) dy(t) +3 + 5 + y(t) = r(t) dt 2dⓇy(t) dt3 dt2 X1 = y Define x2 = x, select the correct state space model of this system: [x3 = x2 None of them are correct. さいさいさ - 11-03-18 0 1 0 0 0 1 -0.5 -2.5 -1.5] r(t) + 10.5 (X3 locos [X3 1X1 y(t) = [100] *2 [X3 1-6 1 0 -3 X2 [x3 0 1XX2 + -5 | X3 +8+ r(t) -2 y(t) = [ 001] *2 X3.
[NS = ". None of them are correct. X2 0 1 0 0 0 1 -0.5 -2.5 -1.5 -- 0 xxx|+|0|r(t) | | 10.5 Y() = 0 0xe [lis」 X1 = | X2 0 1 01 [01 0 1|xzz]+ r(t -2 -3 -5 X3 --- o 1 B 圈(aro) y(t) = [0 0 1x | Ya [X3] | Xi 0 =0 X2 0 0 -1| x | Ta|+|0|r(t) -2 -3 y(t) = [1 0 x 2 [tx