![SOLVED: The general term of the Fibonacci sequence is: A Fn=√(5)(((1+√(5))/(2))^n+((1-√(5))/(2))^n) B Fn=√(5)(((1-√(5))/(2))^n-((1+√(5))/(2))^n) C Fn=(1)/(√(5))(((1-√(5))/(2))^n+((1+√(5))/(2))^n) D Fn=(1)/(√(5))(((1+√(5))/(2))^n-((1-√(5 ... SOLVED: The general term of the Fibonacci sequence is: A Fn=√(5)(((1+√(5))/(2))^n+((1-√(5))/(2))^n) B Fn=√(5)(((1-√(5))/(2))^n-((1+√(5))/(2))^n) C Fn=(1)/(√(5))(((1-√(5))/(2))^n+((1+√(5))/(2))^n) D Fn=(1)/(√(5))(((1+√(5))/(2))^n-((1-√(5 ...](https://cdn.numerade.com/ask_images/4ef83b9f-27fe-4163-8801-4e66a5816f95.jpg)
SOLVED: The general term of the Fibonacci sequence is: A Fn=√(5)(((1+√(5))/(2))^n+((1-√(5))/(2))^n) B Fn=√(5)(((1-√(5))/(2))^n-((1+√(5))/(2))^n) C Fn=(1)/(√(5))(((1-√(5))/(2))^n+((1+√(5))/(2))^n) D Fn=(1)/(√(5))(((1+√(5))/(2))^n-((1-√(5 ...
Is it possible for the Fibonacci sequence to have negative numbers as the given first two terms? - Quora
![Richard's Abstract: G10-Recurrence relations – a new pure topic in Further Maths -MEI - Richard Lissaman The Fibonacci sequence is a well-known sequence. - ppt download Richard's Abstract: G10-Recurrence relations – a new pure topic in Further Maths -MEI - Richard Lissaman The Fibonacci sequence is a well-known sequence. - ppt download](https://slideplayer.com/slide/12204396/72/images/37/Fibonacci+Formula+The+Fibonacci+numbers+have+a+general+formula%3A.jpg)