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MCR3U1 Day 3: Fibonacci Sequence & RecursionDate: ___ Chapter 7: Sequences and Series FIBONACCI SEQUENCE and RECURSION There are many examples of sequences in nature, and in our everyday lives. A
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To fill out the form for the Fibonacci sequence, follow these steps:
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Start by writing down the first two numbers of the sequence, which are usually 0 and 1.
03
Determine how many numbers you want to generate in the sequence.
04
Add the first two numbers together to get the third number.
05
Add the second and third numbers together to get the fourth number.
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Continue this process, adding the previous two numbers together to get the next number in the sequence.
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Repeat step 5 until you have generated the desired number of Fibonacci sequence.
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Fill out the form by writing down each number in the sequence.

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The Fibonacci sequence is useful to a variety of individuals and fields, including:
02
- Mathematicians who study number patterns and sequences.
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- Computer scientists who use it in various algorithms and programs.
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- Financial analysts who apply it in analyzing market trends and predicting future prices.
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- Biologists who observe its presence in nature, such as the arrangement of leaves on a stem or the gene sequences.
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- Architects and artists who use it in design and composition to achieve visually pleasing proportions.
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- Students who are learning about sequences and patterns in mathematics and want to explore its properties.
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Form fibonacci sequence is a series of numbers in which each number is the sum of the two preceding ones.
Everyone interested in mathematics or number theory can explore the fibonacci sequence.
To fill out form fibonacci sequence, you simply continue the sequence by adding the last two numbers.
The purpose of form fibonacci sequence is to explore the interesting patterns and relationships within the sequence.
The information reported on form fibonacci sequence includes the numbers in the sequence and any patterns or relationships discovered.
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