Math is fun fibonacci sequence
[DOC File]Timeline - carlisle.k12.ky.us
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Fun With Math: Problem Solving. by Lakshmi ; Troll Sports Math: Math word Problems for grades 4-6; Figure It Out (series) from Curriculum Associates, Inc. Fibonacci sequence-investigating patterns . Pascal’s triangle-look for patterns, application to probability, make predictions 4 weeks MA-6-1.2.2. MA-6-1.1.4. MA-6-1.2.5.
[DOC File]Summer Mathematics Packet
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Have fun as you choose 3 of the following activities to complete. 1. At the aquarium, you learn about fish that can live in water with temperatures down to -15º F. Make a list of as many other things that you can think of that use negative numbers. 2. The science center is featuring an exhibit on Fibonacci and the Fibonacci sequence.
[DOC File]Lesson Plan on the
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Students will know how the sequence was discovered and by whom. Students will explore (and hopefully be impressed by) the prevalence of this sequence in music and nature. Students will have some fun with the Fibonacci numbers. Student Prerequisite Skills. Arithmetic. Some experience with math patterns would be helpful. Key Words
[DOC File]Section 2 – Teaching Resources - NC-NET
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Fibonacci, an Italian mathematician, posed a problem that illustrated this sequence. Have students use Fibonacci’s problem and see if they detect the pattern. Problem: A farmer is given a pair of baby rabbits on the first of January, one male and one female.
[DOCX File]Steven Askew
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Well, you have this formula which I'm going to put here. Fn=Fn-1+Fn-2. Basically, any Fibonacci number equals the sum of the two numbers in the sequence before it. It's pretty easy to work out. You can work out any Fibonacci number you like. Now, this sequence was discovered in India, about 200 B.C., by a mathematician called Pingala.
[DOC File]WordPress.com
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Rabbits: The reproduction of rabbits is just like the Fibonacci sequence. Roman Numerals: History relied heavily on roman numerals until the number zero came around and then zero became a very important number. Place Value: Money. Division: Dividing things among friends, such as dividing a bag of candy among so many friends
[DOC File]Math Plus Fun, Number Sequences - UCSB
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Example 3: Doubling sequence. 1 2 4 8 16 32 64 128 256 . . . Family tree: 1 you, 2 parents, 4 grandparents, 8 great grandparents, and so on. Example 4: Fibonacci sequence. 1 1 2 3 5 8 13 21 34 . . . Add the previous two numbers to get the next number. Family tree for a bee (male bee or drone has a mom, female bee has both mom and dad)
[DOC File]www.math.uh.edu
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Continued Fractions and Fibonacci numbers. Continued Fractions. A continued fraction is a way to represent numbers that are improper fractions or, in some cases, transcendental numbers. A continued fraction takes a whole LOT of room on a page so we quickly move to an alternate representation.
[DOC File]YEAR 6 SPIRALS PROJECT
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Slide 89 Fibonacci numbers can be found in many places, for example the number of petals on a flower is often a Fibonacci number. Slide 90 The numbers in the Fibonacci sequence can be used to form a spiral. This spiral can be found in natural things and is sometimes called the golden spiral. Slide 91 Fibonacci numbers in a spiral.
[DOC File]Mathematics IV - Administration
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The sequence of Fibonacci is not the only interesting thing to arise from examining the Honeybee problem (or other similar phenomena). This next problem investigates an amazing fact relating the Fibonacci sequence to the golden ratio. a.
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