To solve \(10\) tens minus \(1\) ten and \(1\) tenth, we follow these steps:

1. **Convert everything into a consistent unit:**
   - \(10\) tens means \(10 \times 10 = 100\).
   - \(1\) ten means \(1 \times 10 = 10\).
   - \(1\) tenth is \(0.1\).

2. **Subtract the values:**
   \[
   100 - (10 + 0.1) = 100 - 10.1 = 89.9
   \]

Thus, \(10\) tens minus \(1\) ten and \(1\) tenth is \(89.9\).

Would you like more details or have any questions?

Here are 5 related questions to explore:
1. What is the result of \(20\) tens minus \(5\) tens and \(2\) tenths?
2. How do you subtract decimals in general?
3. What is the sum of \(15\) tens and \(3\) tenths?
4. How do you multiply decimals by whole numbers?
5. What is \(50\) tens minus \(4\) tens and \(7\) tenths?

**Tip:** Always align decimals vertically by the decimal point when adding or subtracting them to avoid mistakes.

Learn how to subtract 10 tens from 1 ten and 1 tenth with a detailed explanation. This problem covers basic arithmetic concepts, such as place value and decimal subtraction, suitable for Grades 4-6. Solution: 89.9.

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