show that rationals are associate under addition
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Take any three rational numbers a, b and c. Firstly add a and b and then add c to the sum. (a + b) + c. Now again add b and c and then a to the sum, a + (b + c). Is (a + b) + c and a + (b + c) same? Yes and this is how associative property works. It states that you can add or multiply numbers regardless of how they are grouped.
For example, given numbers are 5,-6 and 23
( 5 – 6 ) + 23
= -1 + 23
= – 13
Now, 5 + ( -6 + 23 )
= – 13
For example, given numbers are 5, -6 and 23
( 5 – 6 ) + 23
= -1 + 23
= – 13
Now, 5 + ( -6 + 23 )
= – 13.
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