Write the fraction shown in the drawing:
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Write the fraction shown in the drawing:
To solve this problem, we need to understand the fraction represented by the shaded area in the given drawing.
The circle in the drawing is divided into four equal parts. Out of these, three parts are shaded. To express this scenario as a fraction, we count the parts:
The fraction that represents the shaded area is therefore given by:
Thus, the solution to this problem is . This matches choice number 4 from the given options.
Therefore, the fraction represented by the shaded area is .
Write the fraction as a mixed number:
\( \frac{10}{7}= \)
Great observation! While part of the circle is shaded, you need to count the actual divisions. The circle is split into 4 equal parts, and 3 of them are shaded, making it .
Look carefully at the dividing lines in the drawing. Count how many separate sections they create - that's your denominator. Each section should be equal in size.
Focus on the line patterns and color changes. The drawing shows clear boundaries between shaded and unshaded areas. Count each distinct region as one part.
Always check if your fraction can be simplified! In this case, is already in lowest terms since 3 and 4 share no common factors besides 1.
Add your parts: Shaded parts + Unshaded parts should equal your total. Here: 3 shaded + 1 unshaded = 4 total parts ✓
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