Convert Visual Fraction: Write 4/8 in Words from Circle Diagram

To solve this problem, we need to follow these steps:

• Step 1: Understand the problem scenario using the given circle representation.
• Step 2: Determine the number of sections, which is eight, as indicated by the circle division.
• Step 3: Count the shaded sections, which number four.
• Step 4: Write the fraction in words based on this information.

Steps in detail:

Step 1: The diagram shows a circle divided into eight equal parts. This step lets us determine the denominator, which is eight.

Step 2: The circle has four parts marked as shaded. This provides the numerator of the fraction, which is four.

Step 3: Therefore, the fraction can be written by combining these numbers. The numerator (shaded parts) is four, and the denominator (total sections) is eight.

Step 4: In words, we express the fraction $\frac{4}{8}$ as "four eighths." This corresponds with option 3 in the choices given.

In conclusion, the fraction in the picture represented in words is four eighths.