alleryStart learning →The ratio of two consecutive Fibonacci numbers tends toward which constant?
AThe number pi
BEuler's number e
CSquare root of two
DThe golden ratio
Answer & Solution
Correct answer: D. The golden ratio
Dividing a Fibonacci number by the one before it approaches the golden ratio, about 1.618.
Keep practising Number Series
Browse all Number Series questions for SSC CGL, or explore more Reasoning topics.
Related questions
A run starts 1, 2 and each term is the sum of the previous two. What is the 6th term?Which term follows in the run 100, 90, 80, 70, ...?What comes next in 5, 15, 45, 135, ...?Which journal is devoted entirely to the study of Fibonacci numbers?Which mathematician first used the name Fibonacci sequence in the 19th century?Fibonacci used the sequence in his 1202 book to model growth of which population?The Fibonacci numbers take their name from which mathematician's city?Which Indian scholar is linked to the earliest description of these numbers around 200 BC?