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To solve this problem, we'll follow these steps:
Now, let's work through each step:
Step 1: The equation is given.
Step 2: According to the property of zero: , thus, .
Step 3: Therefore, the unknown number or value of is simply 705, since subtracting zero doesn’t change the number.
Hence, the solution to the problem is .
705
\( 1\times1000= \)
Subtraction means taking away. When you take away zero (nothing), you're left with exactly what you started with! This is called the identity property of subtraction.
Yes! Both adding zero and subtracting zero leave numbers unchanged. These are fundamental properties that help us solve equations quickly.
That would be completely different! Then you'd have because . Order matters in subtraction!
Think of it like your piggy bank: if you take out zero dollars, you still have the same amount as before. Subtracting nothing changes nothing!
For subtraction, only zero has this special property. However, multiplying by 1 or dividing by 1 also leaves numbers unchanged - these are different identity properties!
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