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To solve this problem, we need to multiply by . According to the identity property of multiplication, any number multiplied by remains unchanged.
Let's apply this principle:
This property informs us that the product of is simply the number .
Therefore, the solution to the problem is .
Checking the possible answer choices, we find that choice
1000
\( 1\times1000= \)
Because the identity property of multiplication says any number times 1 equals that same number! So , not 1.
Yes! Multiplication is commutative, which means . The order doesn't matter.
Then the answer would be 0! The zero property says any number times 0 equals 0. But here we have 1 times 1000, which equals 1000.
Absolutely! Whether it's , , or , the answer is always the non-1 number.
Think of 1 as the "do nothing" number for multiplication. Just like adding 0 doesn't change a number, multiplying by 1 doesn't change it either!
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