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Index notation LO:-To understand and be able to use cubes of numbers, index notation and other integer powers.

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Presentation on theme: "Index notation LO:-To understand and be able to use cubes of numbers, index notation and other integer powers."— Presentation transcript:

1 Index notation LO:-To understand and be able to use cubes of numbers, index notation and other integer powers

2 Squares and cubes The square of a number is the number multiplied by itself. E.G 3 x 3 = 9 The cube of a number is that number multiplied by itself and then by itself again 3cm 3 cm 3cm 3cm 3cm

3 Squares and cubes A squared number is written 3
A cubed number is written Write in your books the squares of numbers 1-15 The cubes of numbers 1-5 and 10

4 Using index notation 5x5=5² 5x5x5=5³ 5x5x5x5= 5x5x5x5x5= 5x5x5x5x5x5=
We have written the product as a power of 5. The power is often called the index. We say that numbers are written using index notation

5 Your turn Answer question page 25 Exercise 3.1 1,2,3 and 4

6 Using your calculator Work out these 15³ 6 to the power of 5
Find the power button on your calculator it may look like this Λ

7 Your turn Exercise 3.2 Question 1-8 a,c,e only Question 9
Question 12 and 14 Page 28 Challenge

8 Key ideas The cube of a number is the number multiplied by itself and then by itself again. Numbers can be written using index notation, for example 2³ means 2x2x2 You can use the power button on your calculator to work out any power of any number


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