Properties of subtraction.

Lesson 3.

Properties of subtraction

Objective : To know and learn about the properties of subtraction.

To recognize and apply the properties of subtraction.

Keywords: Number, subtraction, minuend, subtrahend, difference, operations.

Vocabulary

Nº 

English

Spanish

1

Addition

Adición

2

Change

Cambiar

3

Check

Comprobar

4

Difference

Diferencia

5

Differentiate 

Diferenciar

6

Distinguish 

Distinguir 

7

Exchange

Intercambiar

8

Less

Restar

9

Minuend 

Minuendo

10

Neutral element

Elemento neutro

11

Properties 

Propiedades

12

Quantity

Cantidad

13

Subtract

Sustraer

14

Subtraction

Sustracción

15

Subtrahend

Sustraendo

16

Term

Término

17

Value

Valor

Lesson Plan Nº3 - English version

Lesson Plan Nº3 - Spanish version


Let's learn!

Subtraction is a mathematical operation that consists of eliminating part of a given quantity to obtain a result. If you wonder what subtraction is, you should know that it is just the opposite of addition.

Before we talk about the properties of subtraction, let's talk about the characteristics of subtraction. Let’s see!

ü  Subtraction is NOT commutative:

This means that we CANNOT change the position of the minuend with the subtrahend, because we would have a different answer.

ü  Subtraction is NOT associative:

By NOT being able to exchange the value of the minuend with the subtrahend, we cannot associate the values in a subtraction.

Now, let´s distinguish the terms of subtraction.



·         *The minuend is the number with the greatest quantity.

·      *The subtrahend is the digit or number that we subtract.

·      *The difference is the result of subtraction.


Now, let's talk about the properties of subtraction.

  • First property



To know if this operation is well done with this property, you must take the terms of the subtraction and perform the addition. 

Subtrahend plus difference is equal minuend. 

Let's check!


  • Second property

This property tells that the minuend less difference is equal to subtrahend.




Now, look at the subtraction and its terms. Then, take the terms of the minuend and the difference and do the subtraction.


As you can see, the result is the subtrahend.


  • Third property

This property tells that the subtraction of any number and zero (0) is equal the same number. 

Let’s check! 




Let’s watch the following video! 



Now that you already know all about the properties of subtraction, you are going to practice.

Let's practice!

Activity nº1
Choose the correct option.



                 Activity nº2
Choose the correct option.


Activities nº3, n°4, n°5 and n°6




Prime and composite numbers

 Lesson 12.

 Prime and

composite numbers

Objective: To learn the importance of prime and composite numbers.

Keywords: Prime numbers, natural numbers, composite numbers.

Vocabulary

Nº 

English 

Spanish 

1

Activity

Actividad

3

By using

Utilizando

5

But also

Sino también

6

Both

Ambas

7

Composite

Compuesto

8

Can be

Puede ser

9

Circle

Circula

10

Classify

Clasificar

11

Colored pencil

Color

12

Checking

Comprobando

13

Divisor

Divisor

14

Easier way

La manera más fácil

15

Except

Excepto

16

Find 

Encontrar

17

Facilitate

Facilitar

18

Itself

Sí mismo

19

Identify

Identificar

20

Learn

Aprender

21

Not only

No solo

22

Prime

primo

23

Paper

Papel

24

Point out 

Resalta

25

Remember

Recordar

26

Section

Sección

27

Table

Tabla

28

Taking into account 

Teniendo en cuenta

29

Try

Tratar

30

Workshop

Taller

31

Way

Manera


Lesson Plan Nº4 - English version
Lesson Plan Nº4 - Spanish version

Hi guys!

Welcome to your math class.

In this section, we're going to learn about

 " Prime and composite numbers ".


General concepts

 



Prime numbers                          2 divisors, the same number and the unit.

Composite numbers                        3 or more divisors.

Natural numbers                            all the numbers; except the number 0.




let’s do 

the next examples!











Prime numbers can be…

      23, 5, 7, 9, 11, 13, 17, 19, 21…


ATTENTION!

We don’t include the number 1

because it divides itself just in the multiplication table

number 1.


The way of to identify the prime numbers is by using the multiplication tables.


For example:

We can find the number 2 in the table 1 and 2.

                                           

1 x 2 = 2                         2 x 1 = 2

We can find the number 9 in the table 1 and 9.

                             

1 x 9 = 9         9 x 1 = 9


Composite numbers can be…

    4, 6, 8, 10, 12, 14, 15, 16, 18, 20…


The way of to identify the composite numbers is by using the multiplication tables.

 

For example:

We can find the number 6 in the table 1, 2, 3, and 6


           

1 x 6 = 6           3 x 2 = 6


  

6 x 1 = 6             2 x 3 = 6

 

We can find the number 15 in the table 1, 3, 5 and 15.


                                               

1 x 15 = 15            3 x 5 = 15


                 5 x 3 = 15                                       Yes,

                                               it’s very easy!


Let's watch the following video


Let's practice!

Activity n°1

Classify the next numbers as prime or composite numbers.


                       Activity n°2
Relate the divisors of the next numbers.


Printed version activities