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To solve this problem, let's apply the mathematical property of multiplication involving zero:
When you multiply any number by zero, the result is always zero. This can be written as for any real number .
In our case, we have:
.
Therefore, in this problem, since we are multiplying zero by 700, we use the property mentioned to conclude that the answer is zero.
Given the choices, the correct answer is:
.
0
\( 1\times1000= \)
Think of multiplication as repeated addition. means 'add zero 700 times' or 0+0+0...+0 = 0. No matter how many zeros you add, you still get zero!
No! Both and equal zero. Multiplication is commutative, so the order doesn't change the result.
Size doesn't matter with zero! Whether it's or , the answer is always zero. Zero is the ultimate neutralizer in multiplication.
Great question! Adding zero keeps the number the same: . But multiplying by zero makes everything disappear: .
Absolutely! The zero property works with all numbers: , . Zero multiplication always gives zero!
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