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To solve this problem, we will apply the identity property of addition. This property states that adding zero to any number will result in the number itself. In mathematical terms, the identity property for addition is expressed as:
where represents any real number.
Now, we can apply this property to our specific problem:
By applying the identity property of addition, we find that the expression is equal to 99.
Therefore, the correct answer to the problem is .
99
\( 1\times1000= \)
Because addition and multiplication work differently! When you add zero, the number stays the same. Only when you multiply by zero does everything become zero.
The identity property says that adding zero to any number gives you that same number back. Zero is called the 'additive identity' because it doesn't change the value: .
Not at all! Addition is commutative, which means . The order doesn't change the answer.
Yes! Both and equal 99. Adding zero or subtracting zero from a number leaves it unchanged.
Understanding the identity property helps with mental math and algebra! It's one of the fundamental rules that makes mathematics work consistently.
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