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To solve this problem, let's follow these steps:
Checking the given choices, the correct choice that represents this solution is .
Thus, we conclude that the solution to the problem is .
0
\( 1\times1000= \)
The identity property says , so , not 0. Only zero makes any product equal to zero!
Great thinking! Dividing gives us . This is another way to see that the answer must be zero.
Absolutely! The zero property works for every number. Whether it's or , the answer is always zero.
That equation has no solution! Since , we can never get 15 as the result. Zero times any number is always zero.
In addition, we subtract: . But in multiplication with zero, the answer is always zero regardless of the other number!
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