(34+45)+76 = 34+(45+76) is an example of _____________ property.
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It is an example of associative property.
- The associative property states that we can perform a particular operation regardless of the brackets in which the values are grouped.
- The other properties used are distributive property in which a particular operation is distributive over the another.
- The next one is the commutative property in which the values can change their positions and this would not affect the final answer.
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(34+45)+76 = 34+(45+76) is an example of associative property.
Solution:
(34+45)+76 = 34+(45+76)
=> 79 + 76 = 34 + 121
=> 155 = 155
LHS equal to RHS. It is an associative property.
- In associative properly, we can multiply or add regardless of how the integers are grouped.
- Grouping means the use of brackets to group the integers/numbers.
- This property tells us how to tackle the problems in the form of a(bxc) = (axb)xc or (a+b)+c = a+(b+c)
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Find the product, using suitable properties: 8 × 53 × (–125)
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