Fractions represent parts of a whole and are written as one number over another, allowing us to express quantities that are not whole numbers. They are used in measurements, cooking, dividing resources, and many everyday calculations. Understanding operations with fractions is important for solving problems that involve parts, ratios, and proportions. These Fraction MCQ for Grade 7 challenge students with advanced fraction operations and word problems. Students can attempt these 10 MCQs to check how confident they are in adding, subtracting, multiplying, and dividing fractions.
Out of the given fractions, three are like fractions. Identify the one that is unlike.
Answer: (c) 64/92
What should be added to the fraction shown in the given diagram in order to make it equal to 3?
Answer: (d) 5/3
The difference of the fractions 6/11 and 1/7 is equal to the product of the fraction 9/7 and an unknown fraction p. Find 3/2 of p.
Answer: (a) 31/66
The denominator of a fraction is 4 more than its numerator. If 1 is added to both the numerator and the denominator, the fraction becomes equal to 1/2. Find the fraction.
Answer: (a) 3/7
Karl travels from city A to city B. He covers 1/4 of the distance by car, 2/3 of the distance by bus and the rest 25 km by bike. What is the distance between two cities?
Answer: (b) 300 km
The sum of two fractions is 41⁄5. If one fraction is 2/7 of the other. Find their difference.
Answer: (c) 21⁄3
Peter takes three fractions, p, q and r. He observes that p is 2/5 of r and q is 1/3 less than p. If the sum of p, q and r is 41⁄6, then find (r - p).
Answer: (c) 3/2
Joe took a number. He asked Hanah to find 4/7 of it and Samuel to find 1/3 of it. Joe observed that the sum of numbers obtained by them was 5 less than the number taken by him. What number did Joe take?
Answer: (d) 105/2
Patric goes for an early walk every day. On the first day, he walks a certain distance and on each subsequent day, he walks 1/3 km more than the previous day. If he walked 2 km on the fourth day, calculate the distance he walked on the first day.
Answer: (a) 1 km
Read the passage carefully and answer the following question. Five stones are placed in a row. The distance between the first and the fifth stone is 31⁄8 m. The distance between the first two stones is 3/4 m and that between the second and third stones is one metre more than 2/3 of the distance between the first and second stones. The distance between the third and fourth stones is 2/5 of the distance between the fourth and fifth stones. Find the distance between the second and third stones.
Answer: (b) 3/2 m
| Topic | Quiz |
|---|---|
| Algebraic Expressions | Quiz on Algebraic Expressions |
| Data Handling | Quiz on Data Handling |
| Simple Linear Equations | Quiz on Simple Linear Equations |
| Exponents and Powers | Quiz on Exponents and Powers |
| Fractions | Quiz on Fractions |
| Integers | Quiz on Integers |
| Mensuration | Quiz on Mensuration |
| Profit, Loss and Percentage | Quiz on Profit, Loss and Percentage |
| Ratio and Proportion | Quiz on Ratio and Proportion |
| Rational Numbers | Quiz on Rational Numbers |
| Symmetry and Visualising Solid Shapes | Quiz on Symmetry and Visualising Solid Shapes |
| Triangles | Quiz on Triangles |
