ICE Task

ICE Task

Bodmas

Bodmas

B

Brackets

(9/3)+3x2-4of2=

O

Of

3+3x2-8=

D

Divide

3+3x2-8=

M

Multiply

3+6-8=

A

Add

9-8=

S

Subtract

9--8=1

The basics operations of numbers

The basics operations of numbers

Adding

Adding is when you add two or more numbers together.

Example:2+3=5

Subtraction

Subtraction is when you subtract numbers from each other and it could be positive or negative

Example:4-(-1)=5

Multiplying

Multiplying is the same as adding.Instead of adding 3 groups of 4 you can multiply 3 by 4 to get the same answer.

Example:5x3=15

3of4=12

(-+-=+) Example:-3x-4=12

-x+=-(Example:-3x4=-12

Dividing

Dividing is when you divide two or more numbers with each other.

Example:-20/5=-4

Number line

Number line

Subtopic

Subtopic

The numbers on the right hand sight is positive numbers and the numbers on the left hand sight is negative

Example:-3-3=0(means you have to move from -3 three places to the right hand sight

Types of numbers

Types of numbers

Whole numbers

Numbers that we use to count are whole numbers

Example:1,2,3,4....

Intergers

The consist of all whole numbers, their negattive as well as zero

Example:-6,-5,-4,-3,-2,-1,0,1,2,3,5

Prime numbers

A prime number can only be divided by 1 and itself to give a whole number answer

Example:1,2,3,5,7...

Even numbers

Even numbers are multiplies by 2.All even numbers can therefore be divided by 2 to give a whole answer

Examples:2,4,6,8,10...

Odd numbers

Odd numbers are numbers that are not even

Examples:1,3,5,7,9...

Numbers that are squared

The squared of a number is the multiplied by itself and is represented by the symbol^2 written the number as in 4^2

Example:x^2=x^2 or 4^2=16

Square roots

The square root is the oppsite of the square and is the number which when mulitiplied by itself gives the final figure

Example:square root of 4=2

Commutative,Associative and Distributive laws

Commutative law:when you add and multiply two numbers.

Example:6+2=2+6

Associative law:when we add and multiply three numbers,it does not matter which 2 we add or multiply.

Example:(2+1)+3=2+(1+3)

Distributive law:when we multiply a number by the sum of two numbers,it is the same as multiplying first and adding the two products.

Example:2x(3+4)=2x3+2x4

Average

Average

You need to add the numbers and devide the total amount by the number of items

Rules of inequalities

Rule 1 :the same amount on each side of inequality is still the same and true

Rule2:if you subtract the same amount from each inequality the answer is still the same snd true

Rule3:if we multiply both sides of an inequality by a positive number,the inequality does not change

Rule 4:if we multiply both sides of an inequality by n negative number the inequality sign must be reversed