To subtract a thousandth from 5.09, we first need to understand that a thousandth is $0.001$.
So, we need to perform the following subtraction:
$$ 5.09 - 0.001 $$
First, let's write 5.09 with three decimal places for clarity:
$$ 5.090 $$
Now, subtract $0.001$ from $5.090$:
$$
\begin{array}{r}
5.090 \\
- 0.001 \\
\hline
5.089 \\
\end{array}
$$

Correct! You have successfully demonstrated the process of subtracting a thousandth from 5.09. Here's a recap:

1. Recognize that a thousandth is $ 0.001 $.
2. Express 5.09 with three decimal places for clarity: $ 5.090 $.
3. Perform the subtraction: 
   \[
   5.090 - 0.001 = 5.089
   \]

Therefore, the result of subtracting a thousandth from 5.09 is $ 5.089 $.

Would you like more details or have any other questions?

Here are 5 related questions you might find interesting:
1. What is the result of subtracting a hundredth from 7.15?
2. How do you subtract a thousandth from a number with only two decimal places?
3. What happens when you subtract a thousandth from 1.000?
4. Can you show how to subtract a thousandth from 10.000 using long subtraction?
5. What is the result of adding a thousandth to 2.089?

**Tip:** When performing decimal subtraction, aligning the decimal places helps avoid errors and makes the process clearer.

Understand how to subtract a thousandth from 5.09 with a detailed step-by-step solution. This problem covers decimal subtraction, including aligning decimal places for clarity. Suitable for students in Grades 4-6.

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