Electrical Engineering > GATE 2025 > Ordinary Differential Equations
Consider ordinary differential equations given by ẋ1(t)=2x2(t) and ẋ2(t)=r(t) with initial conditions x1(0)=1 and x2(0)=0.
If r(t)=1, t≥0; 0,t<0, then at t=1 x1(t)= ______ (round off to the nearest integer).
If r(t)=1, t≥0; 0,t<0, then at t=1 x1(t)= ______ (round off to the nearest integer).
Correct : 2
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