when solving a division problem with divisor that includes decimals I am able to move decimal point as many places as I want Ture or False

**False**.

When solving a division problem that involves a divisor with decimals, you can move the decimal point, but there are specific rules. You can only move the decimal point to the right until the divisor becomes a whole number. However, whatever you do to the divisor, you must also do to the dividend (the number being divided). This keeps the value of the division unchanged.

For example, if dividing \( 6.4 \div 0.2 \):
- Move the decimal point in the divisor \(0.2\) one place to the right to make it \(2\).
- Do the same for the dividend \(6.4\), making it \(64\).
- Now you can divide \(64 \div 2 = 32\).

Would you like more details or have any further questions?

### Related Questions:
1. How do you divide when both the divisor and dividend have decimals?
2. What is the importance of moving the decimal points evenly in division?
3. Can you explain how to perform long division with decimals?
4. How does multiplying both the dividend and divisor by the same power of 10 affect the result?
5. What if the decimal number in the divisor has more than one decimal place?

### Tip:
When moving the decimal, think of it as multiplying both the dividend and divisor by the same power of 10—this helps simplify the division without changing the ratio.

When solving a division problem with divisor that includes decimals, I am able to move decimal point as many places as I want. True or False?

Learn how to divide when the divisor includes decimals by moving the decimal point to the right until the divisor becomes a whole number. Follow a step-by-step example of dividing 6.4 ÷ 0.2, making division with decimals simple and accurate. Ideal for Grades 5-7.

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