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Sequences/Series help. *Question attached below* Will give medal
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So I've been trying to do this question for the past hour and still can't find out where to start. Can someone explain to me how I should start tackling this?
may or may not be correct not sure. \[\lim_{n \rightarrow \infty}x _{n}=\lim_{n \rightarrow \infty} x _{n+1}=l\] \[x _{n+1}=\sqrt{5+x _{n}},\] taking limits as \[as~n \rightarrow \infty ,l=\sqrt{5+l},or~l^2-l-5=0\]
How did you arrive at the last line?
squaring \[x _{n+1}*x _{n+1}=5+x _{n}\] now take the limits as \(~n rightarrow infinity\)
Thank you!
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