In the
expression xa the
quantity x is called the base, a
is the exponent of the power,
and xa is the ath power
of a or x raised to the
ath power.
EXAMPLE:
The exponents of the quantities 63 24 55 and 32 are, respectively, 3, 4, 5 and 2.
Square number
When a whole
number is multiplied by itself, we get a square number.
EXAMPLE:
3 × 3 = 9
We write this as 32
(3 squared)
32= 3
× 3 = 9
52 = 5
× 5 = 25
Cube number
When a whole
number is multiplied by itself 3 times, we get a cube number.
EXAMPLE:
2 × 2 × 2 = 8
We write this as 23
(2 squared)
13 = 1
× 1 × 1 = 1
(This is 1 cubed. Sometimes we say 1 to the power
3)
EXAMPLES:
3 × 3 is written as 32
(power 2)
3 × 3 × 3 is written as 33
(power 3)
3 × 3 × 3 × 3 is written as 34
(the power 4
means multiply 4
lots of 3
together)
For 34
we say ‘3
to the power 4’
‘3
to the power 5’
is 35
which means
3 × 3 × 3 × 3 × 3
Numbers written using powers are said to be in index form
EXAMPLES:
81 written
index form is 34
(because 3 × 3 × 3 × 3 × 3 = 81)
20 written
index form is 22 × 5
(because 2 × 2 × 5 = 20)Tasks to the lesson 7
Other lessons:
- Lesson 1. Writing numbers
- Lesson 2. Adding whole numbers
- Lesson 3. Substracting whole numbers
- Lesson 4. Multiplication table
- Lesson 5. Multiplying whole numbers
- Lesson 6. Division whole nambers
- Lesson 8. Sizes and their measuring
- Lesson 9. Dividing whole numbers with remainder
- Lesson 10. Factors and prime numbers
- Lesson 11. Highest common factor
- Lesson 12. Lowest common multiple
- Lesson 13. Equivalent fractions
- Lesson 14. Transformation of fraction
- Lesson 15. Adding fractions
- Lesson 16. Subtract fractions
- Lesson 17. Multiplying fractions
- Lesson 18. Dividing fractions
- Lesson 21. Eventual decimal fractions
- Lesson 22. Adding decimals
- Lesson 23. Subtracting decimals
- Lesson 24. Multiplying decimals
- Lesson 25. Dividing decimals
- Lesson 26. Rounding numbers
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