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To solve this problem, we will follow these steps:
Let's work through these steps:
Step 1: Evaluate . Since subtracting zero does not change the number, .
Step 2: Evaluate . Similarly, .
Step 3: Compare the results: and . Clearly, is greater than .
Therefore, the correct comparison between and is .
>
\( 1\times1000= \)
Zero is the additive identity, which means adding or subtracting it doesn't change any value. Think of it like having 95 apples and taking away 0 apples - you still have 95!
Look at the place values from left to right. Since both numbers have the same tens place (9), compare the ones place: 5 > 4, so .
The same rules apply! Subtracting zero never changes a number, no matter how big or small it is. Then compare digit by digit from left to right.
Only if both expressions simplified to the same number. Since and , and 95 ≠ 94, the answer is definitely greater than (>).
The symbol > means "greater than". Think of it like a hungry mouth that always wants to eat the bigger number: 95 > 94 means 95 is greater than 94.
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