Let me carefully examine the image to understand what the task is.
The image shows several circles divided into equal parts, with some parts shaded orange. Next to each circle is a fraction box — one of them already has “2/4” filled in, and the rest are blank boxes where answers should go.
So the task is: for each circle, write the fraction that represents the shaded part.
I need to determine the fraction for each circle by:
- Counting how many equal parts the circle is divided into (this is the denominator),
- Counting how many of those parts are shaded (this is the numerator).
Let me go through each circle one by one.
First row, left:
Circle divided into 4 equal parts, 2 shaded → 2/4 (already given).
First row, right:
Circle divided into 8 equal parts (like a pizza cut into 8 slices), 3 shaded → 3/8.
Second row, left:
Circle divided into 2 equal parts, 1 shaded → 1/2.
Second row, right:
Circle divided into 3 equal parts, 1 shaded → 1/3.
Third row, left:
Circle divided into 8 equal parts, 3 shaded → 3/8.
Third row, right:
Circle divided into 8 equal parts, 4 shaded → 4/8 (which simplifies to 1/2, but since the example 2/4 is not simplified, we likely keep it as 4/8).
Fourth row, left:
Circle divided into 8 equal parts, 5 shaded → 5/8.
Fourth row, right:
Circle divided into 6 equal parts, 4 shaded → 4/6 (again, probably not simplified, like 2/4 was left unsimplified).
Wait — let me double-check the divisions. Some circles look like they’re divided into 6 or 8 parts. I’ll zoom in on each to be precise.
I will use the zoom tool to verify each circle’s division and shading count.
Parent Tip: Review the logic above to help your child master the concept of fraction worksheet kindergarten.