A ruler is marked in intervals of \(1 / 8\) in. To what fraction of an inch can you estimate a measurement?

Short Answer

Expert verified
The smallest measurement that can be estimated using this ruler with 1/8-inch intervals is \(\frac{1}{8}\) inches.

Step by step solution

01

Understand the given information

We are provided with a ruler that has markings at every 1/8-inch interval. This means that the distance between every consecutive marking is 1/8 inches.
02

Determine the smallest measurement

Since the ruler has markings at 1/8-inch intervals, the smallest distance (or the difference between two consecutive markings) that can be accurately measured is 1/8 inches.
03

Express the answer as a fraction

The smallest measurement that can be estimated using this ruler is 1/8 inches, which is already given as a fraction. Therefore, the answer is \(\frac{1}{8}\) inches.

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