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What did Leonardo Fibonacci do?
he was a mathematician that invented the sequence 1,1,2,3,5,8ect so you nearly know every thing
What is the sequence for 0112358?
That's the famous Fibonacci sequence, where every term is the sum of the previous two.
Why is the number 1.618 important?
1.618 which has a very long history is known as "DIVINE PROPORTION" this no. is inherent in every sphere of life. mathematically,the quotient of two consecutive no.s tends to 1.618 in a Fibonacci sequence.
Is there such thing as a least common divisor?
As 1 divides every number, 1 is the least common divisor in all cases. The only exception is when all numbers considered are 0, as 0 divides all of them in that particular case and so is the least common divisor then.
What number goes into the numbers 3 4 5 evenly?
As 3 and 5 are Prime numbers, no other number will go evenly into them. (presuming that "evenly" means a multiple of two). If you are looking for a common factor of 3, 4, and 5, then the answer is 1.
What is the largest number which divides into every third term of the Fibonacci Sequence?
2
Which number is a factor of every 5th number in the Fibonacci sequence?
The number 5 is a factor of every 5th number in the Fibonacci sequence. This is because every 5th Fibonacci number can be expressed as a linear combination of the Fibonacci numbers preceding it, and the pattern shows that they are all divisible by 5. For example, the 5th Fibonacci number is 5, the 10th is 55, and the 15th is 610, all of which are multiples of 5.
Which number is a factor of every fourth Fibonacci number?
The fourth Fibonacci number is 3, so the only possible answer is "3". It does indeed look as if every fourth number after that is a multiple of 3.
What is the largest mumber which divides into every third term of the Fibonacci Sequence?
First 18 terms of the sequence are: 1,1,2,3,5,8,13,21,34,55,89,144,233,377,610,987,1597, 2584. Every third term is 2,8,34,144,610,2584. These are all even so the largest number is likely 2.
Which number is a factor for every fourth number in the first 15 numbers in the Fibonacci sequence?
If you start with 1, the common factors are 1 and 3. If you start with zero, as Fibonacci did, the common factor is 1.
How does Fibonacci's growing sequence occur in a number of living things?
Yes, like every rap song out there :P
What was Fibonacci's famous mathematical invention?
Fibonacci is most famous for his description of the number sequence, which in the 19th century was given the name 'Fibonacci numbers' . The sequence is made by starting with two ones, and adding them up, then to make every new term, the previous two terms need to be added together.
Can every natural number be expressed as a sum of Fibonacci numbers where no number is used more than once?
Yes.Since 1 is a member of the Fibonacci sequence, it is always possible. Any natural number, N, can be represented as a sum of a string of N ones.Yes.Since 1 is a member of the Fibonacci sequence, it is always possible. Any natural number, N, can be represented as a sum of a string of N ones.Yes.Since 1 is a member of the Fibonacci sequence, it is always possible. Any natural number, N, can be represented as a sum of a string of N ones.Yes.Since 1 is a member of the Fibonacci sequence, it is always possible. Any natural number, N, can be represented as a sum of a string of N ones.
Which Fibonacci numbers are divisible by three?
Every fourth one.
Which number is the odd one out in this sequence 1 1 2 3 5 8 13 21 29?
"29" is the odd one out. because all the other nos. are in the Fibonacci series, and 29 is not. In the Fibonacci series, every number (except for the first two) is the sum of the previous two numbers.
What is a number that divides a given number leaving a zero remainder?
A remainder of zero is obtained whenever the number is divided by its factor. For example, when 20 is divided by either 1,2,4,5,10 or 20 the remainder is zero. Every number has 1 as its divisor.Infact, this is the definition of divisor- a number which divides another number to return zero as the remainder.
What is the ratio of odd Fibonacci numbers to even Fibonacci numbers?
The ratio is 1:2. For every even number there are 2 odd numbers. Fibonacci Series: 0, 1, 1, 2, 3, 5, 8, 13, 21, 34, ... which is even, odd, odd, even, odd, odd, even, odd, odd, even, ... the pattern continues
