MATHEMATICS EVERYWHERE

Slides:

Advertisements

Similar presentations

OAA Math Terms. y-axis the vertical number line in a coordinate plane.

Advertisements

Where is Mathematics? Mathematics can be found EVERYWHERE!!! You just have to know where to look. Science, business, the arts, and nature all contain elements.

THE BEAUTY AND REALITY OF MATHEMATICS. HEARTFELT THANKS TO THOSE BEFORE US……..WITH US NOW…………AND TO COME ALL THE GIFTS HAVE MADE LIFE BETTER.

Angles And Distance. What is a good angle? Where you keep all four elements in front of you –Ball –Base –Offense –Defense.

Projectile Motion Objectives 1.Describe a projectile 2.Describe changes of horizontal and vertical components of velocity 3.Explain why a projectile.

Fibonacci Sequences Susan Leggett, Zuzana Zvarova, Sara Campbell

Finding angles with algebraic expressions

CCSS Content Standards G.CO.1 Know precise definitions of angle, circle, perpendicular line, parallel line, and line segment, based on the undefined notions.

WELCOME TO MATH CURRICULUM NIGHT TEACHER: MS. WHITE, GR 4.

Mathematics and TOK Exploring the Areas of Knowlege.

Fibonacci Spiral Richard Kwong MAT 385

DUYGU KANDEMİR

Quadratic Functions In Chapter 3, we will discuss polynomial functions Def. A polynomial is a function that adds integer powers of x, each of which has.

Patterns 9/1 and 9/6. What is a pattern? A set of shapes or numbers that are repeated in a predictable way Understanding patterns is a basic skill for.

Pythagoras was a Greek philosopher who made important developments in mathematics, astronomy, and the theory of music. The theorem now known as Pythagoras's.

Making it count Mathematics and the Heritage. Why use mathematics and heritage? The historic environment can offer a context for mathematical problem.

The Golden Curve Maths, art and nature. It’s surprising who uses maths Many of the writers for The Simpsons have maths degrees.

F un E xperiment O n R atios Groups of TWO or THREE Measure your friend's: Height (approximate) Distance from the belly button to the toes (approximate)

Geometry: Similar Triangles. MA.912.D.11.5 Explore and use other sequences found in nature such as the Fibonacci sequence and the golden ratio. Block.

Sullivan Algebra and Trigonometry: Section 11.7 Objectives of this Section Graph Parametric Equations Find a Rectangular Equation for a Curve Defined Parametrically.

Phi Finance Finance based on growth relationships Where Organic Chemistry is the chemistry of carbon compounds By Gaylen Bunker & Collin Bunker.

SPECIALIST MATHS Calculus Week 6 Definite Integrals & Areas.

MATH 2160 Sequences. Arithmetic Sequences The difference between any two consecutive terms is always the same. Examples: 1, 2, 3, … 1, 3, 5, 7, … 5, 10,

GOLDEN RATIO GOLDEN SECTION FIBONACCI NUMBERS 1, 1, 2, 3, 5, 8, 13….. The ratio of any consecutive numbers is the golden ratio A pattern found in nature.

Do Now: Write a similarity ratio to answer the question. If you have a vision problem, a magnification system can help you read. You choose a level of.

Graphs Question One The teachers at Valley High want to know the cost of hiring a bus to travel to the interschool sports day. Betta Buses has two.

ACTION PLAN Of Blooms Taxonomy Presented by Mrs Uzma Farooqui D.A. Public school (O & A Levels) D.A. Public school (O & A Levels)

6.5.2 – Inverse Trig Functions Applications and Other Expressions.

WeekActivitySkills 1The Maths of F1 Calculating speeds using distance and time, converting between units of measure for speed, distance and time. 2Crash.

How Builders Use Maths By Fraser Walker.

Mathematics and TOK Exploring the Areas of Knowlege.

Recursive Series and Summations. Finding the general term of a sequence can be difficult. You are looking for a pattern and then giving it a mathematical.

A Mathematics Review Unit 1 Presentation 2. Why Review?  Mathematics are a very important part of Physics  Graphing, Trigonometry, and Algebraic concepts.

By Martha Fitzsimmons And Katie Bond. Rose with three petals Flower with three petals r= a sin(3  ), a>0 r= a cos(3  ), a>0.

Use the information in the table to make a circle graph. COURSE 2 LESSON 7-9 No. of People in Household Number (in thousands) or more 26,724.

Petals Most flowers have 5 or 8 petals Seeds Many plants have 3, 5 or 8 seeds.

…about graphing data -plot data on a graph with correct axes -include appropriate labels and units on a graph.

Graphs of a falling object And you. Objective 1: Graph a position –vs- time graph for an object falling from a tall building for 10 seconds Calculate.

Mathematical Connections.

Lecture on Pythagoras BC

2 Year GCSE SOW FOUNDATION TIER Angles Scale diagrams and bearings

I. Objectives At the end of the lesson, the students should be able to: demonstrate the ability to solve quadratic inequalities using the graphic and algebraic.

Mrs. Gilford Visual Arts 1

The Math Extended Essay

a right-angled triangle

EVERYDAY MATHEMATICS ORHAN TUĞ.

GOLDEN RATIO AND THE MIRACLES OF KAABA

Exploring Fibonacci and the Golden Ratio

Konigsberg’s Seven Bridges

Maths in Nature.

Quadratic Function What’s the Use of It?.

CS 3.1: Proportions with Percents

Mathematics and Health Body Measurements Medication Life Expectancy

If an organism is a parasite, then it survives by living on or in a host organism. If a parasite lives in or on a host organism, then it harms its.

Tessellations: A Brief Mathematical History.

Circle Graphs Use the circle graph below.

Y8 MATHS PARENT WORKSHOP

Algebra 150 Unit: Functions Lesson Plan #9: Function Tables and Graphing Objective SWBT plot a function from a function table.

A graphing calculator is required for some problems or parts of problems 2000.

LO: To investigate if your drawing has the golden ratio?

Common Core Vs Kansas Standards

Triangular 5.1 Basic Series (1/3) A series forms a pattern

62 – Sequences and Series Day 1 Calculator Required

Unit 6 Review Day 1 – Day 2 Class Quiz

Projectile Motion Elliott.

If we look around us, we will see angles everywhere.

1-4 Inductive reasoning Homework: 4-6, 10-14,

1-5 Conditional statements 1-6 deductive reasoning

Presentation transcript:

MATHEMATICS EVERYWHERE

MATHEMATICS IN RANGOLI

IN RANGOLI THE RANGOLI DRAWINGS HAVE SYMMETRICAL PROPERTIES GRAPH THEORY CONCEPT WAS USED IN DRAWING RANGOLI

MATHEMATICS IN PREPARING RECIPIES IN COOKING, MATHS IS USED TO ADD INGRDIENTS TO RECIPIES IN THE CORRECT PROPORTIONS AND RATIOS

MATHEMATICS IN DAY TO DAY LIFE IN DAY TO DAY LIFE WE USE MATHEMATICS FOR CALCULATING DAILY EXPENDITURES AND SAVINGS MATHEMATICS WAS USED IN THE MORNING BY BUYING A MILKPOCKET

MATHEMATICS IN FLOWERS

MATHEMATICS IN FLOWERS IN SUNFLOWER THE PETALS AND PULP INSIDE THE PETALS HAVING MANY CURVES ONE IN ONE DIRECTION AND OTHER IN ANOTHER DIRECTION IT HAS NUMBER 13 OR 21 IT FOLLOWS THE PATTERN OF FIBONACCI NUMBERS THE FIBONACCI NUMBER WAS 1,1,2,3,5,8,13,21,34,55,…

MATHEMATICS IN MEDICINE IN MEDICINE THE MEDICAL PRESCRIPTION GIVEN TO THE PATIENT IN A CALCULATED MANNER THE XRAYS AND SCANS HAVING MATHEMATICAL CONCEPTS AND THEY RESULT OF THE XRAY FIRST CAME IN GRAPH PLOTS

MATHEMATICS IN BRIDGES THE CONSTRUCTION OF BRIDGES IN A PARABOLIC PATH THE BRIDGES LIFE WAS LAST LONG WHEN COMPARED TO ORDINARY BRIDGES THE EXAMPLE WAS THE ALBERT VICTORIA BRIDGE IN MADURAI

MATHEMATICS IN SPORTS IN JAVELIN THROW THE ANGLE BETWEEN THE SHOULDER AND THE JAVELIN MAINTAINED AS 45 DEGREE THE JAVELIN REACHES THE MAXIMUM DISTANCE IN SHOOTING THE GUN TRAVELS IN A PARABOLIC PATH

MATHEMATICS IN MUSIC THE MUSICAL PATTERN OF COMPOSING MUSIC IS IN THE FORM OF FIBONACCI SERIES, AND IT HAS THE APPLICATION OF ABSTRACT ALGEBRA

MATHEMATICS IN BUILDING THE ANCIENT ARCHITECTURE WAS MAINLY BASED ON PYTHAGORAS THEOREM AND GOLDEN RATIO

Mathematics everywhere video

THANK YOU