How to Solve fourth order runge kutta method for kinetic equations?

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I need help in solving the following kinetic equations using fourth order Runge-Kutta method.
du/dt = p*u+q*u ---where p&q are constant values dv/dt = p*u-(r*v*w) ---where p&r are constant values dw/dt = q*u-(r*v*w) ---where p&r are constant values dx/dt = r*v*w ---where r is constant value dy/dt = r*v*w ---where r is constant value
Initial values: u(0)=1; v(0)=w(0)=x(0)=y(0)=0; step size,h= 1; t(0)=0
I want to plot the values for u,v,w,x,y by taking 't' on x-axis and these on y-axis.

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