THERE ARE MANY INTERESTING & EASY WAYS FOR MULTIPLICATION OF NUMBERS. LET’S SEE ONE OF THE INTERESTING METHOD………..

Slides:



Advertisements
Similar presentations
Repeated Addition Or Adding up.
Advertisements

Test practice Multiplication. Multiplication 9x2.
How to represent numbers using “quick hundreds” “quick tens” and “quick ones” Unit 3 Math Expressions.
PREPOSITIONS WITH ANGELS (Adapted by Damon Lewis from “Prepositions With Angel Babies” by M. Thrash)
Metric Conversions. Base SI Units metergram Liter.
Rounding Whole Numbers to the Nearest 10, 100, and 1,000
GeometryGeometry Lesson 75 Writing the Equation of Circles.
Box and Whisker Plots. Order numbers 3, 5, 4, 2, 1, 6, 8, 11, 14, 13, 6, 9, 10, 7 First, order your numbers from least to greatest: 1, 2, 3, 4, 5, 6,
Dividing Fractions Using Pictures!. Let’s start with something easy…
 Multiplying or Dividing by a POSITIVE number. › General Rule:  The symbols (>, 0, 
8.2: Properties of a Chord Circle Geometry. What is a chord?  a chord is line segment joining two endpoints that lie on a circle.
Ordering Whole Numbers Lesson 1-2. Ordering Whole Numbers There are two ways to order whole numbers: 1._______________________________ 2._______________________________.
BALANCING EQUATIONS NO3 - Balancing equations made easy.
Look at the shapes below. How do I know which ones are pentagons?
Microscope Math Biology 11.
Solving Two Step Equations. Inverse Operations Addition  Subtraction Multiplication  Division GOAL: Get the variable by itself!!
Standard Form of a Circle Center is at (h, k) r is the radius of the circle.
Circles. diameter Circumference radius Circumference- the distance around the circle. About 3X the diameter.
Equations of Circles. Vocab Review: Circle The set of all points a fixed distance r from a point (h, k), where r is the radius of the circle and the point.
Compound Inequalities A compound inequality is either two inequalities separated by a word, or an expression in between two inequality symbols.
Least Common Multiples (LCM) & Greatest Common Factors (GCF)
DateCircles #2Page. General Form of a Circle Rewrite the Standard Form of the equation of the circle below into General Form. (x + 3) 2 + ( y – 2) 2 =
REVIEWING HCF AND LCM ONLY FOR 3 OR 4 NUMBERS!. FOR 2 NUMBERS.. NOTHING CHANGES! DRAW THE VENN DIAGRAM! HCF  WHAT IS COMMON (IN THE MIDDLE) LCM  WHAT.
Equations of Circles. You can write an equation of a circle in a coordinate plane, if you know: Its radius The coordinates of its center.
Draw Quick Tens and Quick Hundreds Show ones, tens, and hundreds in different ways. Write 2 and 3 digit numbers through 200. Compare totals of ones and.
Converting Fractions to Decimals. In order to understand how to convert fractions to decimals, you must first know: 1)What a fraction is. 2)What a decimal.
Module 3.3 Reading and Representing Three-Digit Numbers.
MULTIPLICATION Egyptian and Chinese and more. Pre requisite skills ■Can you double a number? ■Can you add? ■If you can do these things you can do Egyptian.
Three Ways to Draw a Threaded Bolt Even though they look different, they all mean the exact same thing. It is the CALL-OUT information that is critical.
Precalculus Functions & Graphs Notes Standard Form for Equation of a Circle 2.2B Graphs of Equations Where (h, k) is the center and r is the radius. Equations.
Lesson 44 SWBAT represent hundreds as tens.. How can we represent 100?
Let’s COUNT In tenths
Prime & Composite Numbers Prime & Composite Numbers © Math As A Second Language All Rights Reserved 4.OA#4.
MULTIPLICATION 5 Multiplicand X 3 Multiplier 15 Product LET’S LEARN
FINDING THE GREATEST COMMON FACTOR
Concentric Circles 1. Draw 4 circles on paper.
Compound Inequalities
Times Tables and Top Tips! The 2 times table
Counting in 7s
Equations of Circles.
Dividing Fractions Using Visual Models
Remember how we can use partitioning to help us to subtract?
L l l l l l l l l l l 783.
Objective - To compare numbers.
10:00.
A colorful way to find the factors of given numbers
Hundreds board counting
Counting
Balance Scale Addition
Counting
Counting
Box and Whisker Plots.
Circles.
Thousands Hundreds Tens Ones l l l l l l l l l
Circles.
Equations of Circles Part b.
Times.
Thousands Hundreds Tens Ones l l l l l l l l l
Area Under a Curve Riemann Sums.
Miniature Train.
Lesson 4-1 Circles.
Bridging through 10 Learning objectives:
α The terminal side of the angle here is r
Counting
How to Draw a Regular Polygon
Center, Radius Form (x-h) + (y-k) = r (h,k) = Center r = radius
Circles
Presentation transcript:

THERE ARE MANY INTERESTING & EASY WAYS FOR MULTIPLICATION OF NUMBERS. LET’S SEE ONE OF THE INTERESTING METHOD………..

FIRST TAKE 12  STEP1: DRAW 1 LINE  STEP 2: DRAW 2 LINES

TAKE 13  STEP1: DRAW 1 LINE  STEP 2: DRAW 3 LINES

 DRAW A CIRCLE AT THE RIGHT SIDE WHERE THE LINES MEET IN ORDER TO GET ONES PLACE.

 DRAW A CIRCLE WHICH COVER THE CENTER PARTS.

 DRAW A CIRCLE IN THE LEFT PART IN ORDER TO GET THE HUNDREDS.

 COUNT THE MEETING POINTS IN THE RIGHT CIRCLE.

 COUNT THE MEETING POINTS ON THE MIDDLE CIRCLE

 COUNT THE MEETING POINTS ON THE LEFT CIRCLE.

HENCE, 12 X 13 = 156

ANOTHER PROBLEM 14 X 12 = ?

STEP2

HENCE, 14 X 12 = 168