The Peano-Baker series is used to write the STM for general time-dependent systems with this property. Because centers are periodic but not isolated trajectories, limit cycles do not exist in systems with this property. (-5[3])This is the first of two properties that name a class of systems whose output can be obtained by convolving the input with the impulse response; (15[1])those systems (15[1])have this property and (*) time-invariance. Thevenin and Nortons’ theorems apply to circuits (10[1])with this property, which circuit elements like diodes and transistors lack. (10[1])Functions with this property satisfy additivity and homogeneity, (10[1])or the principle of superposition. A current-voltage plot (10[1])for an Ohmic circuit element will have this property. (10[1])For 10 points, give this property (10[1])that describes functions of the (10[1])form y equals mx plus (10[2])b. (10[1])■END■ (10[3]0[1])