Question

Fill in the blank by applying the indicated property of the real numbers (do not simplify the expression)

(24+1)+92=______

Answer 1

Answer:
`=24+(1+92)`

Explanation:

For this exercise you need to remember a property called "Associative Property".

The Associative Property states that it does not matter how you group the numbers, because you will always obtained the same result.

For Additiion, the Associentive property states the following:

`a + (b + c) = (a + b) + c`

Where "a", "b" and "c" are Real numbers.

In this case you have:

`(24+1)+92`

As you can notice, the number 24 and the number 1 are grouped inside the parentheses, but you can also regroup the numbers 1 and 92 using parentheses and you will have the same result.

Therefore, based on the Associative Property explained before, you can conclude that:

`(24+1)+92=24+(1+92)`