After one year, let us calculate the pairs of Rabbit produced? Fibonacci Solution: Solution provided is the Sequence given by Fibonacci:Ġ,1,1,2,3,5,8,13,21,34,55,89,114 Thus, after completion of one year, pairs of rabbits produced will be 144. after reaching two months age, each pair produces another pair (one female and one male), and then mixed pairs are produced every month thereafter and no rabbit dies in between. Assuming all the months have same number of days and rabbit starts producing young rabbits exactly after two months they were born i.e. This sequence appears in numerous mathematical problems.įibonacci problem: Let us assume 2 rabbits (one male and one female) are born on 1st January. The Fibonacci sequence is the best example of any recursive sequence. By definition, the numbers in the Fibonacci sequence starts with either 0 and 1, or 1and1, and each subsequent number is the sum of the previous two numbers. The Fibonacci sequence has remarkable characteristics it can be applied to various fields like discrete mathematics, number theory and geometry. The Fibonacci number and sequence proposed by him gives a clear indication that mathematics can be connected to many things that may seem unrelated to it. One of these concepts is the “Fibonacci sequence” that was developed by Leonardo Pisano during the 13th century.
In the realm of Mathematics, there are many concepts that can be applied to multiple fields of mathematics.
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