🍕 Fourths: Quarters of a Whole
Master the concept of fourths (quarters) by dividing shapes and objects into four equal parts, identifying $\frac{1}{4}$ in real-world examples like pizza and pie, and comparing fourths to halves. Through hands-on exploration of squares, circles, and rectangular objects, you'll build confidence in partitioning and unit fractions. **What you'll learn:** - Divide wholes into four equal parts and identify each part as $\frac{1}{4}$ - Recognize quarters in familiar objects like pizza, pie, and square shapes - Compare the size of fourths to halves and understand their relationship - Apply fraction knowledge to solve real-world problems
Questions in this quiz
Answers hidden — play to find out.
- Question 1
A pizza is cut into 4 equal slices. How many slices make up one whole pizza?
- Question 2
Which shape is divided into 4 equal fourths?
- Question 3
One fourth () is the same size as one half ().
- Question 4
A pie is divided into 4 equal pieces. If you eat 1 piece, what fraction of the pie have you eaten?
- Question 5
How many fourths equal one whole?
- Question 6
A quarter is another name for one fourth of something.
- Question 7
If you have 2 halves and divide each half into 2 equal parts, how many fourths do you have?
- Question 8
Look at a square. Which line divides it into 2 equal halves?
- Question 9
If you shade 2 out of 4 equal parts of a rectangle, you have shaded one half of the rectangle.
- Question 10
A chocolate bar is divided into 4 equal squares. Maria eats 2 squares. What fraction of the chocolate bar is left?
- Question 11
Which picture shows a circle divided into fourths?
- Question 12
One fourth is smaller than one half.
- Question 13
A square is divided into 4 equal parts. You color 1 part blue and 1 part red. What fraction of the square is colored?
- Question 14
Which fraction is bigger: or ?
- Question 15
A fourth of a pizza means you divide the pizza into 4 equal pieces and take 1 piece.