Associative Property Calculator

What is associative property?

As long as the operands are in the same order, the order of operations in any expression, including those containing two or more integers and an associative operator, has no impact on the result. We can add or multiply integers in an equation regardless of how they fall into particular groupings.

The associative property of addition :

\((a + b) + c = a + (b + c)\).

Analogously, the associative property of multiplication:

\((a × b) × c = a × (b × c)\).

How to use the Associative Property Calculator?

Follow these steps to use the Associative Property Calculator:

• Select addition or multiplication at the top of our tool.
• When you choose the option, the associative property calculator will display a symbolic representation of the associated rule.
• Following the formula, enter your three numbers under a, b, and c.
• The calculator for associative properties will then show the output value.

When can we use the associative property?

In associative property, the word “associate” can also imply “combine.” For example, consider the scenario when I visit the grocery store and spend $12 on ice cream, $8 on bread, and $15 on milk.

What do I owe the cashier in terms of money? The situation is associative.

When I mentally add up the costs, I can merge the ice cream and bread costs before adding the total to the milk costs.

If not, I can combine or add the cost of milk and bread first, then add the sum to the price of ice cream. Both methods of tackling the issue provide the same solution.

FAQs