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To solve the problem, we will use the rule for dividing a decimal by , which requires moving the decimal point one position to the left:
Identify the current decimal position in the number , which is between the zero and six in .
Move the decimal point one position to the left to divide by .
After moving, the decimal point between and is positioned before the first , resulting in .
Thus, the result of dividing by is .
The correct choice among the given options is Choice 2 with the value
\( \text{0}.07\times10= \)
When you divide by 10, you're making the number 10 times smaller. Moving the decimal point left makes each digit worth less, which creates a smaller number!
That's totally normal! When moving left, we need to add a zero to get . Always add zeros as placeholders when needed.
Use this trick: Dividing makes smaller, so move LEFT. Multiplying makes bigger, so move RIGHT. Division = LEFT, Multiplication = RIGHT!
Yes! Adding zeros to the right of a decimal doesn't change its value. - they're all equal.
Absolutely! Since division and multiplication are opposite operations, multiply your answer by 10. If you get back to the original number, you're correct!
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