Kia Ora Fellow Readers!
Today in maths, we focused on number properties, this subject was really similar to algebra when i had taken a close and precise glance at the earliest. Number properties are basically the basic rules commanding how numbers act under arithmetic operations ( Addition, Subtraction, Multiplication ) , permitting for the shortening of advanced calculations, memory mathematics, and algebraic governing.
Associative Property –
The group of numbers for example ( A+B ) ( B+A ) does not Necessarily change this is called ” The Associative Property ) this method is only suitable for addition and multiplication and does not affect subtraction neither division. This allows easier mental mathematics.
Distributive Property
The distributive property states that multiplying a sum of numbers is the same as each address individually by that exact same number and then summing the numbers together individually.
Conclusion –
Overall, learning about Number Properties has helped me understand a more advanced style of making formulas and learning about new informational properties ( Distributive, Number, Mental Etc,. )
Whats your favourite part about number properties?
Nga mihi –
Poching –
