A ruler with a position marked with an arrow is shown in the figure. Which of the following is the location of the arrow?

Rationale

3(5/16) inches is the location of the arrow.

The measurement indicated by the arrow on the ruler corresponds to 3 and 5/16 inches, making this the correct choice. This value can be accurately determined by analyzing the markings on the ruler and their respective fractional values.

A (3(1/4) inches) YOUR ANSWER

This measurement translates to 3.25 inches, which is equivalent to 3 inches and 4/16 inches. The arrow on the ruler is positioned beyond this point, as it points to a location closer to 3 inches and 5/16 inches.

B (3(3/8) inches) YOUR ANSWER

3(3/8) inches equals 3.375 inches, or 3 inches and 6/16 inches. This value is also greater than the position of the arrow, which is clearly marked at a lower fractional value of 5/16 inches.

C (3(5/16) inches —) CORRECT

This measurement accurately reflects the position of the arrow, which indicates 3 inches and 5/16 inches. The fractional part, 5/16, corresponds precisely to the location where the arrow is pointing on the ruler.

D (3(1/3) inches) YOUR ANSWER

3(1/3) inches converts to approximately 3.333 inches, which is greater than 3 inches and 5/16 inches. This measurement does not match the position of the arrow, which is located at a smaller fractional value.

Conclusion

The location of the arrow on the ruler has been correctly identified as 3(5/16) inches. This choice is validated by the precise placement of the arrow between the 3-inch and 4-inch marks, where it aligns with the fractional measurement of 5/16 inches. The other options represent values either too high or inaccurately placed relative to the ruler's markings.

A ruler with a position marked with an arrow is shown in the figure. Which of the following is the location of the arrow?

3(5/16) inches is the location of the arrow.

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