Convert Shaded Blocks to Fraction: Visual Mathematics Exercise

To solve the problem, we need to determine the fraction represented by the shaded and unshaded areas in the drawing.

• Step 1: By closely examining the provided drawing, we note the arrangement of rectangles or sections.
• Step 2: Count the number of fully shaded (red-colored) rectangles.
• Step 3: Count the total number of rectangles in the drawing, both shaded and unshaded (i.e., all rectangles present).
• Step 4: Form a fraction with the number of shaded rectangles as the numerator and the total number of rectangles as the denominator.
• Step 5: Check for any interpretation errors and ensure all rectangles are counted properly.

Upon examining the given drawing:

• There are 10 rectangles in total.
• All 10 rectangles are shaded, implying the entire set is filled.

The resulting fraction is $\frac{10}{10}$, which is derived by setting the numerator (shaded) equal to the denominator (total). This represents a whole fraction value of 1.

Therefore, the fraction shown in the drawing is $\frac{10}{10}$.

Upon comparing with provided multiple-choice options, the correct choice is option 3, $\frac{10}{10}$.