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What is the rule for the Fibonacci numbers:
Fill in the blank
Ask your parents to fill in the next three numbers. 1, 1, 2, 3, 5, 8, , , .
They probably won’t know to use the Fibonacci Sequence rule
Hint: Add the previous 2 numbers.
Answer the question
Imagine that we started the Fibonacci sequence with 2. Then it would go 2, 2, 4, 6, 10. What would the next term be?
Fill in the blank
What comes next in the Fibonacci Sequence? … 233, 377,
Fill in the blank
What if we changed the rule so that to get the next number, you add the previous THREE numbers. Fill in the next number of this sequence (called the Tribonacci Sequence): 1, 1, 2, 4, 7,
Fill in the blank
1300 years ago, the Fibonacci sequence was discovered by Indian mathematicians. It was brought to the west in 1202 by Leonardo of Pisa, aka Fibonacci, who was also for bringing Hindu-Arabic numerals to Europe.
A 11 letter word starting with “res”, meaning: deserving to be blamed or credited for something; in charge of someone or something. Still have no idea? Click the audio hint below:
How does the Fibonacci Sequence show up in nature?

The ratio between numbers next to each other in the Fibonacci sequence is known as the:
The Golden Ratio was perhaps used by ancient Greeks to:
The Fibonacci sequence also relates dividing up a rectangle into congruent rectangles (rectangles with the same ratios)…”Golden Rectangles” How are these rectangles related to nature?

Fill in the blank
What if we changed the rule so that to get the next number, you add the previous four numbers. This is called the 4-Bonacci sequence. What is the 7th number of this sequence (assume that it starts at 1)?
Write out the first 7 terms on a piece of paper first.
Hint: the 6th number is 15
What if we changed the rule so that to get the next number, you add the previous five numbers. This is called the 5-Bonacci sequence. What are the first 7 numbers in this sequence (starting with 1)?
Hint: (Note) Do you recognize the first 6 numbers?
Fill in the blank
What if we changed the rule so that to get the next number, you add all previous numbers. This is called the infinacci sequence. The number 512 appears in this sequence. What comes after it?
Hint: write out the first 10 terms of the sequence and think about the pattern you see. It turns out that the infinacci sequence is something very familiar.
