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To solve the problem of , we simply apply the identity property of addition, which states that adding zero to any number does not change the value of that number.
Let's follow these steps:
Now, when we add 0 to 500, according to the identity property, the sum will be:
Thus, the solution to the problem is 500.
500
\( 1\times1000= \)
Zero means nothing or no amount. When you add nothing to something, you still have the original amount! Think of it like having 500 cookies and adding 0 more cookies - you still have 500 cookies.
Yes! Addition is commutative, which means the order doesn't matter. Both and equal 500.
The identity property works with any number! Whether it's or , adding zero always gives you the original number back.
Absolutely! and . The identity property works for positive numbers, negative numbers, and even decimals!
Very different! When you multiply by zero, you get zero as the answer. But when you add zero, you keep the original number. So but .
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