heed the python code for this system of differential equations. I have the octave code. m 1995, 21 wolves were initially released in the Yellowstone park and their numbers have risen. In 2007, biologists estimated their number to get to 171. Study the interaction with elks. dE 0.0325 E-0.8EW %3D dt dW = -0.6W +0.05EW dt E(t), W(t) elk/wolf population at time t, we set O to be 1995 E(0) = 18.0, W (0) = 0.021 %3D %3D The estimated growth rate for.elks will be r3D 0.0325. This is the Octave code, I need it converted in python. >> function xdot = f(x,t) xdot(1) = 0.0325 x(1) - 0.8 x(1) * x(2); %! xdot(2) = -0.6 x(2) + 0.05 x(1) * x(2); endfunction >>x= 1sode ("f", (18; 0.021), (t linspace (0, 50, 200))): plet (tv

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I need the python code for this system of differential equations. have the octave code.
m 1995, 21 wolves were initially released in the Yellowstone park and their numbers have risen. In 2007,
biologists estimated their number to get to 171. Study the interaction with elks.
dE
0.0325E 0.8EW
dt
MP
-0.6W+0.05 EW
dt
E(t), W(t) elk/wolf population at time t, we sét 0 to be 1995
E(0) = 18.0, W(0) = 0.021
The estimated growth rate for.elks will be r= 0.0325.
This is the Octave code, I need it converted in python.
>> function xdot = f(x,t)
xdot(1)
=0.0325 * x(1) - 0.8* x(1) * x(2);
%3D
xdot(2) = -0.6* x(2) + 0.05 * x(1) * x(2):
endfuriction
>> x = 15ode (f (18, 0021), (t- iinspace (0, 50, 200));
>> plot (tx)
Transcribed Image Text:I need the python code for this system of differential equations. have the octave code. m 1995, 21 wolves were initially released in the Yellowstone park and their numbers have risen. In 2007, biologists estimated their number to get to 171. Study the interaction with elks. dE 0.0325E 0.8EW dt MP -0.6W+0.05 EW dt E(t), W(t) elk/wolf population at time t, we sét 0 to be 1995 E(0) = 18.0, W(0) = 0.021 The estimated growth rate for.elks will be r= 0.0325. This is the Octave code, I need it converted in python. >> function xdot = f(x,t) xdot(1) =0.0325 * x(1) - 0.8* x(1) * x(2); %3D xdot(2) = -0.6* x(2) + 0.05 * x(1) * x(2): endfuriction >> x = 15ode (f (18, 0021), (t- iinspace (0, 50, 200)); >> plot (tx)
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