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To solve this problem, let's follow these steps:
Now, let's work through this solution in detail:
Step 1: We begin with the number 1.2.
Step 2: To divide by 100, visualize the decimal point moving two places left. Since 1.2 is represented as 1.2 (or 1.20 for easier visualization), the decimal point moves past the "1" and an extra zero is added in front:
- Original: 1.2
- First move: 0.12
- Second move: 0.012
Therefore, the solution to the problem is .
\( \text{0}.07\times10= \)
Think of it this way: when you divide by 100, you're making the number 100 times smaller. Moving the decimal point left makes numbers smaller, which is exactly what division does!
Count the zeros! Dividing by 10 = 1 place left, by 100 = 2 places left, by 1000 = 3 places left. The number of zeros equals the number of places to move.
Add zeros in front! For example, if you need to move 1.2 three places left for dividing by 1000, you get by adding the extra zero.
Yes! The colon (:) in ratios means division. So is exactly the same as .
Use the reverse operation! Since you divided by 100, multiply your answer by 100. If you get back to 1.2, you're correct: ✓
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