Let’s go through each row one by one.
First row:
We see a red circle split into two equal parts with a dashed line. That means it’s divided into halves. So, how many halves make a whole? Two! Because if you put both pieces together, you get the full circle.
Second row:
An orange rectangle is split into four equal parts — two lines crossing in the middle. Those are quarters (or fourths). How many quarters make a whole? Four! Just like slices of a pizza cut into four.
Third row:
A green rectangle is split down the middle into two equal parts. The sentence says “Two ______ make a whole.” Since there are two equal parts, they’re called halves. So we fill in “halves”.
Fourth row:
A blue circle is split into four equal parts using two diagonal dashed lines. Again, those are quarters. The sentence says “Four ______ make a whole.” So we write “quarters”.
Fifth row:
A yellow rectangle is split diagonally into two equal triangles. Even though it’s diagonal, as long as the two parts are equal, they’re still halves. So again, “Two halves make a whole.”
Now let’s double-check:
- Row 1: 2 halves → correct
- Row 2: 4 quarters → correct
- Row 3: Two halves → correct
- Row 4: Four quarters → correct
- Row 5: 2 halves → correct
All answers match what the shapes show.
Final Answer:
Two
Four
halves
quarters
Two
Parent Tip: Review the logic above to help your child master the concept of parts of a whole worksheet for 2nd grade.
