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whole number or a simplified​ fraction 

Let's go over the measurements shown on the ruler in your image and solve the questions related to each mark. The lengths are expressed as fractions or whole numbers, based on the division of the ruler.

1. **For "b"**: The mark is at the 1/8 inch position. It's correctly stated as **1/8 in**.
2. **For "c"**: The mark is at the 2 1/2 inch position. Therefore, the length marked is **2 1/2 in**.
3. **For "d"**: The mark is at the 3-inch position. It's simply **3 in**.
4. **For "e"**: The mark is at the 3/4-inch position, which equals **3/4 in**.
5. **For "f"**: The mark is at the 1 1/4-inch position, so it is **1 1/4 in**.

All the answers for the lengths have now been verified. Let me know if you need further explanation or calculations.

Here are five additional related questions:
1. How would you convert fractions like 1/8 and 3/4 to decimals?
2. What is the length at the "g" position in simplified form?
3. If you were to combine the lengths of "c" and "e," what would be the total length?
4. How many 1/8-inch segments fit between 0 and 1 inch on this ruler?
5. Can you describe how to simplify the fraction 2 1/2 to a decimal?

**Tip**: When working with rulers, it's important to remember that each smaller tick mark represents a fraction based on how many parts the inch is divided into—common ones being 1/2, 1/4, 1/8, and 1/16.

Find the lengths marked on the ruler. Provide answers as whole numbers or simplified fractions.

This page covers how to find and simplify lengths marked on a ruler, including examples of fractional lengths such as 1/8, 2 1/2, and 3/4 inches. Learn how to convert fractions to decimals and perform basic measurements. Suitable for Grades 4-6.

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