Question: How to plot a Beverton-Holt recruitment curve in one coordinate system in Maple?

Nt+1 = RNt/ [1+ (R-1/K)Nt] where R> 1, K>0. When No >0 , lim t approaching infinityNt = K for all values of R>0.

Find Nt for t=1,2,3...10 for K= 100 and No= 20 when a) R=2, b)R=5 and c)R= 10.

I have managed to get the answers for a), b) and c) manually.

But how do I plot Nt as a function of t for the three choices of R in one coordinate system?

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