NCERT MCQ Solutions for Class 7 Maths Ganita Prakash Chapter 6 Number Play are designed to help students of Session 2025–26 Exams. These also strengthen their understanding of patterns, parity (even-odd), number puzzles and logic-based grids. These multiple-choice questions encourage quick thinking and help in self-assessment before exams. Each solution is explained in a clear and simple manner, making it easier to grasp key concepts and improve accuracy. Ideal for daily revision and competitive exam preparation alike.
Class 7 Multiple Choice Questions
Class 7 Mathematics MCQ
Class 7 Maths Ganita Prakash Chapter 6 MCQ Test
Q4. A number is divisible by 3 if the sum of its digits is:
Class 7 Maths Chapter 6 Number Play MCQs
Class 7 Maths Ganita Prakash Chapter 6 Number Play starts by showing us how numbers are more than just digits — they tell stories and follow patterns. You will see activities where children stand in a line and call out numbers based on who’s taller in front of them. It’s not about knowing exact heights, but understanding how to represent relationships using numbers. These types of exercises help us think logically. Practicing MCQs from this part is very important because they test how quickly and accurately you can identify such patterns. MCQs make you think fast and pick the correct option out of many, which helps in exams and in sharpening your observation skills.
Q8. A number divisible by 4 must have its last two digits as:
Learning MCQ with Even and Odd Numbers
We explore parity — a fancy word for even and odd numbers. You’ll learn what happens when we add or subtract different kinds of numbers. For example, is it possible to add five odd numbers and get an even total? Can two siblings with consecutive ages have a sum of 112? These real-life puzzles help us understand how numbers behave in groups. The MCQs in this section help you test this understanding in short questions. They improve your ability to reason quickly and apply rules like even + odd = odd or odd + odd = even. Practicing MCQs here makes you more confident in solving both puzzles and number problems.
Q9. If a number is divisible by 9, its digit sum is:
Discovering the Magic of Grids with Class 7 Maths Chapter 6 MCQs
In the middle of the chapter, we explore magic squares — grids where all rows, columns and diagonals add up to the same number. It feels like a math mystery! You’ll learn how to build a magic square using numbers from 1 to 9 and why the number 5 must be at the center. We even look at famous examples from Indian history like the Chautisa Yantra. Solving MCQs related to these grids tests your understanding of number placement and logic. These questions help you learn which numbers can go where and why, all while strengthening your grid-based reasoning — a skill used in puzzles, coding and geometry.
Q15. Which of the following numbers is divisible by 10?
Revision with Class 7 Ganita Prakash Chapter 6 MCQs
Towards the end of Class 7 Maths Chapter 6, we meet the amazing Virahāṅka–Fibonacci sequence, which connects Maths with poetry and nature. We also solve cryptarithms — puzzles where letters stand for digits and you must figure out the real numbers behind the words. These topics show how math is connected to art, history and even flowers! The MCQs from these sections push your creative thinking. They train you to find logic in unexpected places and build problem-solving stamina. MCQs are a great way to practice identifying sequences, decoding patterns and thinking outside the box — all while staying sharp and quick with your answers.
Q20. Which rule does not check divisibility?
What types of questions appear in Class 7 Maths Ganita Prakash Chapter 6 MCQ?
Students often wonder what to expect in the MCQs from Chapter 6 Number Play. These questions usually check your understanding of key ideas like parity (even/odd), sequences, magic squares, set-based sums and simple letter‑digit puzzles (cryptarithms). For example, one MCQ might ask if adding five odd numbers can result in an even sum (it can’t!), while another might show a 3×3 grid and ask which row or column adds to a magic constant. To prepare effectively, start by learning the basic rules: even + even = even, odd + odd = even and odd + even = odd. Then practice with small puzzles—like figuring out the middle number in a magic square or solving a letter‑digit equation. When you see a practice MCQ, first quickly recall the rule, eliminate impossible options, then choose the best answer. Regular practice builds speed and confidence.
Why are Class 7 Maths Ganita Prakash Chapter 6 MCQ important for exams and thinking skills?
MCQs in Chapter 6 are more than just test questions—they strengthen your logical thinking and familiarity with patterns. These objective questions ask you to pick the correct option quickly. That helps you build sharp decision-making skills under time pressure. For example, in the sequence section of Number Play, you may be given a pattern like 0, 1, 1, 2, 3… and asked which comes next. Learning the back‑and‑forth between options helps you recognise it fast. Also, chapter MCQs cover a wide range of topics—sequences, sums, parity and cryptarithms—so you revisit every concept in short bursts. This repetitive exposure ensures the ideas stick in your mind. Teachers often say that regular MCQ practice helps students avoid silly mistakes and boosts their accuracy during exams.
How can I improve quickly at answering Class 7 Maths Ganita Prakash Chapter 6 MCQ?
To improve quickly, follow these three steps: learn, apply and review. First, make sure you understand the rules—like how magic squares always have the same total in each row and how parity works. Next, apply those rules by doing focused practice: use practice sets or worksheets that contain MCQs from Chapter 6. For instance, learn how to fill a grid so all rows and diagonals sum to the same number, then answer related MCQs. Finally, review your mistakes and ask: “Why was my choice wrong?” Maybe you forgot that rotating a magic square doesn’t change its sum, or mis-read a letter puzzle. Over time, this cycle helps you avoid repeating errors. Aim to answer 10–15 MCQs each day, then check your answers and learn from any mistakes. This method is the fastest path to becoming confident with Chapter 6 MCQs.
