Examples of using Leonardo fibonacci in English and their translations into Indonesian
{-}
-
Colloquial
-
Ecclesiastic
-
Computer
-
Ecclesiastic
From the stories I remember that the mathematician Leonardo Fibonacci lived in 13 century.
Let us first start by introducing you to the Fib man himself… Leonardo Fibonacci.
Let us first start by introducing you to the Fib man himself… Leonardo Fibonacci.
He is remembered at Leonardo Fibonacci from filius Bonacci,
The Fibonacci calculator was invented by Leonardo Fibonacci- one of the first major mathematicians in early 13th Century Europe.
Leonardo Fibonacci originally discovered the series of numbers when trying to explain the natural proportions of various things in the universe.
Leonardo Fibonacci is best known to the modern world for the spreading of the Hindu-Arabic numeral system in Europe.
The answer to this question lies hidden in a series of numbers discovered by the Italian mathematician, Leonardo Fibonacci.
Leonardo Fibonacci was an Italian mathematician from the 12th century who discovered a series of numbers that equal the sum of the two preceding numbers.
very popular tool among technical traders and are based on a particular series of numbers identified by fib forex Leonardo Fibonacci in the thirteenth century.
In 1240, Leonardo Pisano Fibonacci discovered a sequence named after the name of himself,
Leonardo Fibonacci also applied his life-inspired theory in conjunction with geometrical constructions.
The Fibonacci calculator was invented by Leonardo Fibonacci- the first major mathematician in medieval Europe.
Leonardo Fibonacci, an Italian mathematician from Pisa,
The Fibonacci sequence, named for its discoverer Leonardo Fibonacci, forms the basis for Elliott Wave theory used in trading financial markets.
The Fibonacci numbers were developed by Leonardo Fibonacci and are simply a series of numbers that when you add the previous numbers ending with the next number in sequence.
In the early 13th century, the great Italian mathematician Leonardo Fibonacci achieved a close approximation to the solution of the cubic equation x3+ 2x2+ cx= d.
It's a sequence of numbers developed by the medieval Italian mathematician Leonardo Fibonacci, where each successive integer represents the sum of the two numbers preceding it.
is based on the key numbers identified by mathematician Leonardo Fibonacci in the thirteenth century.