数学分析：construct a sequence (tn) of real numbers according to the following recursive rules:t0=0; t(n+1)=tn+(25-tn^2)/10a) show that (tn) is convergentb)compute the limit of tn as n goes to infinity谢谢!
问题描述：
数学分析：construct a sequence (tn) of real numbers according to the following recursive rules:
t0=0; t(n+1)=tn+(25-tn^2)/10
a) show that (tn) is convergent
b)compute the limit of tn as n goes to infinity
谢谢!
答