Good Afternoon 95.

Slides:



Advertisements
Similar presentations
Learning objective: To recognise and explain a number pattern.
Advertisements

We have added and subtracted fractions. In this lesson we will multiply fractions. When we add and subtract fractions, we count how many of the same size.
Jason Iannelli Jessica Zukhovich Patrick Blancero Dennis Lytkine.
The Fibonacci Sequence. These are the first 9 numbers in the Fibonacci sequence
Jeopardy Reduce Fraction Division Q $100 Q $200 Q $300 Q $400 Q $500 Q $100 Q $200 Q $300 Q $400 Q $500 Final Jeopardy What’s the rule? Place Value Multiply.
Math 409/409G History of Mathematics The Fibonacci Sequence Part 1.
Leonardo Pisano Fibonacci
exponents.
Excursions in Modern Mathematics, 7e: Copyright © 2010 Pearson Education, Inc. 9 The Mathematics of Spiral Growth 9.1Fibonacci’s Rabbits 9.2Fibonacci.
Algebra n th Term. Algebra When we are working to find the n th term we are looking to find patterns in number sequences.
Who was Fibonacci ? Greatest European mathematician of the middle ages Born in Pisa, Italy, the city with the famous Leaning Tower,~ 1175 AD Major contributions.
By Steven Cornell.  Was created by Leonardo Pisano Bogollo.  It show’s the growth of an idealized rabbit population.
Example 1 Writing Powers Write the product as a power and describe it in words. a. 44= to the second power, or 4 squared 9 to the third power,
Addition Multiplication Subtraction Division. 1.If the signs are the same, add the numbers and keep the same sign = = If the.
Objective: 1. After completing activity 1, mod With 90% accuracy 3. -Identify sequences as arithmetic, geometric, or neither -Write recursive formulas.
Warm Up Evaluate • 4 • 4 • b2 for b = 4 16
Properties of Exponents. If a number is in exponential form, the exponent represents how many times the base is to be used as a factor. A number produced.
 A mysterious illness is affecting the residents of Mexico city. DAYNUMBER OF PEOPLE INFECTED FIRST DAY8 SECOND DAY24 THIRD DAY72.
Grade 6 How to multiply decimals Lesson 3 unit 3 MMS pp
3-2 Properties of Exponents Warm Up Warm Up Lesson Presentation Lesson Presentation Problem of the Day Problem of the Day Lesson Quizzes Lesson Quizzes.
ADDING AND SUBTRACTING MULTIPLYING AND DIVIDING REAL NUMBERS.
SEQUENCES. Learning Objectives Generate terms of a simple sequence, given a rule, finding a term from the previous term Generate terms of a simple sequence,
Interesting Integers – Part Dos
Fraction and decimal operation notes
Patterns and Sequences
Sequences Saturday, 02 June 2018
Click to Add Title Click to Add Subtitle.
How much is one half of one half?
Click to Add Title Click to Add Subtitle.
Warm Up Problem of the Day Lesson Presentation Lesson Quizzes.
Powers and Exponents.
Click to edit Master text styles
Sequences Friday, 23 November 2018
Integers: The set of counting numbers, their opposites and zero
Click to Add Title Click to Add Subtitle.
Click to Add Title Click to Add Subtitle.
Click to edit Master text styles
Please complete all 20 books before turning in.
Expressions Example.
Sample Title for a W. P. Carey Presentation
Sample Title for a W. P. Carey Presentation
Which description shows the relationship between a
Money.
Point Question Point Question Point Question Point Question
Sample Title for a W. P. Carey Presentation
Integers and Equations Flip Books
Linear sequences A linear sequence is a name for a list of numbers where the next number is found by adding or subtracting a constant number. Here is an.
Click to edit Master text styles
Divide the number in C by 10.
Slide Title Edit Master text styles Second level Third level
ОПШТЕСТВО ТЕМА: МЕСТОТО ВО КОЕ ЖИВЕАМ Скопје
DCBEAGLE Challenges Samples of questions.
Integers and Equations Flip Books
Properties of Exponents
Sample Title for a W. P. Carey Presentation
Click to edit Master text styles
Sample Title for a W. P. Carey Presentation
Sample Title for a W. P. Carey Presentation
DCBEAGLE Challenges Samples of questions.
How to find the nth rule for a linear sequence
Please insert Title Please insert sub-title 1
How much is one half of one half?
Sequences Wednesday, 22 May 2019
– 3.4 ANSWER 3.5 ANSWER 1.17.
Learn to apply the properties of exponents.
Which sequence is linear? How do you know?
Click to edit Master text styles
Title of presentation Subtitle Name, job title DD Month YEAR.
Title of presentation Subtitle Name, job title DD Month YEAR.
Sample Title for College of Health Solutions
Presentation transcript:

Good Afternoon 95

FIBONACCI Beginning with a single pair of rabbits, if every month each productive pair bears a new pair, which becomes productive when they are 1 month old, how many rabbits will there be after n months?

1, 1, 2, 3, 5, 8, 13, 21,… This sequence is named after the Italian mathematician who lived during the 12th century. It occurs in nature, modelling the population growth in rabbits, and also the development of the spiral in a snail's shell.

1, 1, 2, 3, 5, 8, 13, 21,… How do I get from one term to the next? Look at every third number, what do you notice? Look at every fourth number, what do you notice? What about every fifth number?

Write on your whiteboards the first 6 terms of the sequences with the term to term rules: The first term is 3 and the rule is ‘add 3’ The first term is 4 and the rule is ‘add 4’ Start at 2 and count on in steps of 0.5 Start at 2 and count back in steps of 3 First term is 1 and the rules is ‘multiply by 2’ The first term is 20 and the term-to-term rule is ‘subtract 3’

Date: 7th Sept ’07 Title : Sequences Underline with a ruler!!! Please turn to page 189 of your text books and complete exercise 3 Write out the questions AND the answers