| What to create | Quiz |
| Which subject | Mathematics |
| What age group | Year or Grade 6 |
| What topic | Improper Fractions |
| Question types | Mixed |
| Number of questions | 5 |
| Number of answers | 4 |
| Correct answers | Exactly 1 |
| Show correct answers | |
| Use images (descriptions) | |
| Any other preferences | Include hints. Write for below grade level learners |
Answer the following questions based on the provided descriptions of images. Each question will evaluate your understanding of improper fractions. Read the hints carefully to guide your answers!
The image of: a pie cut into 8 equal slices, with 10 of the slices shown on a plate.
What is the improper fraction that represents the slices on the plate?
Hint: Think about how many slices were cut and how many are on the plate.
The image of: a box with 3 apples on top of a table, and in the background, there are 5 more apples on the floor.
What is the improper fraction representing the total apples if you put them all in a single box?
Hint: Count the apples on the table and those on the floor together.
The image of: a jar filled with marbles where there are 7 blue marbles and 2 red marbles clearly visible.
What is the improper fraction representing all blue marbles compared to red marbles?
A. (\frac{7}{2})
B. (\frac{2}{7})
C. (\frac{9}{2})
D. (\frac{2}{9})
Hint: Remember, improper fractions have more parts in the numerator than the denominator!
The image of: a classroom with 12 desks, and 15 students are sitting at them, some sharing desks.
What is the improper fraction that represents the total number of students compared to desks?
Hint: Count the students and the desks to find the right fraction.
The image of: a book shelf that has 5 books displayed, but there are 9 books in total when you look closely to the side of the shelf.
What is the improper fraction that represents the total number of books on the shelf?
A. (\frac{5}{9})
B. (\frac{9}{5})
C. (\frac{15}{5})
D. (\frac{5}{15})
Hint: Consider how many books are visible versus how many are total.
Once you have answered all the questions, review your answers to make sure they make sense. Good luck with your quiz on improper fractions!