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To solve this problem, let's apply the identity property of multiplication:
Upon assessing the given options, the correct choice wherein this condition holds true is:
This confirms that the solution to the problem is .
27
\( 1\times1000= \)
The identity property tells us that 1 times any number equals that same number. So if , the unknown must be 27!
No calculations needed! The identity property makes this direct. When you see , that something is automatically 27.
Then you'd need to divide both sides by 2 to get ? = 13.5. But with 1 as the multiplier, the identity property gives us the answer instantly!
Think of it as "1 doesn't change anything" - multiplying by 1 leaves numbers exactly as they are. So , , etc.
Yes! Both multiplying by 1 and dividing by 1 leave numbers unchanged. This is why 1 is called the multiplicative identity.
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