NCERT MCQ Solutions for Class 7 Maths Ganita Prakash Chapter 4 Expressions using Letter-Numbers for Session 2025-26. Class 7 Math MCQs provide detailed explanations for each multiple-choice question, helping students grasp algebraic expressions using letter-numbers easily. Objective Questions cover pattern recognition, simplification techniques and real-life expression building. Perfect for revision and concept clarity, they are aligned with the NCERT syllabus and exam format. Practice with these solutions ensures strong foundation in algebra and better performance in exams.
Class 7 Maths Chapter 4 NCERT Solutions
Class 7 Multiple Choice Questions
Class 7 Mathematics MCQ

Class 7 Maths Ganita Prakash Chapter 4 MCQ Test

Q1. What does the expression s = a + 3 represent?

[A]. Multiplying Shabnam’s age by 3
[B]. Subtracting 3 from Aftab’s age
[C]. Adding 3 to Aftab’s age
[D]. Dividing Aftab’s age by 3

Q2. If a = 23 in the expression s = a + 3, what is the value of s?

[A]. 20
[B]. 26
[C]. 25
[D]. 30

Q3. What is the algebraic expression for Aftab’s age if s = Shabnam’s age?

[A]. a = s × 3
[B]. a = s + 3
[C]. a = s – 3
[D]. a = 3 – s

Q4. What does 2 × n represent if n is the number of L’s?

[A]. Number of pencils
[B]. Total cost
[C]. Number of matchsticks
[D]. Number of laddus

Class 7 Maths Chapter 4 Expressions using Letter-Numbers MCQs

In Class 7 Maths Ganita Prakash Chapter 4, we begin learning how letters can be used in place of numbers. These letters are called letter-numbers and they help us write expressions in a shorter and easier way. For example, if Aftab’s age is ‘a’ and Shabnam is 3 years older, we can write Shabnam’s age as a + 3. This is much easier than writing full sentences every time. Using such expressions allows us to handle a variety of problems by just changing the value of the letter. This skill is very important because it builds the foundation of algebra. Practicing Multiple Choice Questions (MCQs) from this chapter helps students test their understanding of how to use and form such expressions quickly and accurately.

Q5. What is the total cost if c = 10 coconuts and j = 5 kg jaggery?

[A]. ₹650
[B]. ₹500
[C]. ₹350
[D]. ₹300

Q6. Which expression represents the perimeter of a square with side q?

[A]. q + q
[B]. q × 3
[C]. 4 × q
[D]. q + 4

Q7. Which expression gives the perimeter of a rectangle?

[A]. 2l + 2b
[B]. l + b
[C]. l × b
[D]. 2l – 2b

Q8. What is the simplified form of 5c + 3c + 10c?

[A]. 18
[B]. 18c
[C]. c
[D]. 5 × 3 × 10

Spotting Patterns Through Class 7 Maths Chapter 4 MCQ

Patterns are everywhere—in matchsticks, prices, shapes and calendars. When we notice a pattern, we can use a letter to describe it. For example, if one ‘L’ shape needs 2 matchsticks, then for ‘n’ Ls, we need 2n matchsticks. That’s a simple expression using a letter-number! These patterns help us think clearly and solve big problems easily. Instead of counting each time, we can just use expressions. That’s why learning how to create and simplify these expressions is so helpful. Practicing MCQs from this chapter lets students recognize patterns quickly, apply the right formula and gain confidence in solving real-life math problems.

Q9. If v = number of units, what is the area of a rectangle with length (4 + 3) and width v?

[A]. 4v
[B]. 3v
[C]. 7v
[D]. v⁷

Q10. What is the simplified form of 12n – 4n?

[A]. 8n
[B]. 16n
[C]. 4n
[D]. n⁸

Q11. What is the simplified form of (40x + 75y) – (6x + 10y)?

[A]. 34x + 65y
[B]. 34x – 65y
[C]. 46x + 85y
[D]. 34x – 85y

Q12. What is Charu’s total score in the three rounds?

[A]. 7p – 3q + 8p – 4q + 6p – 2q
[B]. 21p – 9q
[C]. 15p – 5q
[D]. 20p – 9q
Revision with Class 7 Maths Chapter 4 MCQ

Class 7 Maths Ganita Prakash Chapter 4 shows how expressions are used in real situations. Whether it’s calculating the total cost of coconuts and jaggery or finding the time a machine takes to grind grains, expressions like 35c + 60j or 10 + 8y are useful. They help save time and give accurate answers. Learning to use letter-numbers makes our thinking more logical. It also improves our ability to explain and understand relationships between quantities. MCQs based on real-life examples in Class 7 Ganita Prakash Chapter 4 help students apply what they’ve learned to practical scenarios. These questions improve problem-solving skills and prepare students for higher-level math.

Q13. What is the simplified form of 4(x + y) – y?

[A]. 4x + y
[B]. 4x + 3y
[C]. 4x + 5y
[D]. 4x – y

Q14. Which expression means “5 times a number u”?

[A]. 5u
[B]. u + 5
[C]. 5 – u
[D]. u ÷ 5

Q15. Which of the following expressions are not equal for all values of y?

[A]. 10y – 3 and 10(y – 3)
[B]. 5u and 5 × u
[C]. 3n and n + n + n
[D]. 4(x + y) and 4x + 4y

Q16. What is the simplified form of p + p + p + q?

[A]. p + 3q
[B]. 3q + p
[C]. 3p + q
[D]. 4pq
Simplifying and Comparing Expressions with MCQs

One of the most powerful parts of Class 7 Maths Ganita Prakash Chapter 4 is learning how to simplify expressions. We learn to combine like terms, use brackets and apply the distributive property. This helps in writing expressions in the simplest form. For example, 2l + 2b is a simpler way to write the perimeter of a rectangle. Understanding such simplifications helps students do calculations faster. It also helps in comparing two expressions and checking whether they are equal. MCQs based on simplification and comparison test both speed and understanding. Practicing them regularly ensures students become comfortable with algebraic thinking early on.

Q17. What is the simplified form of 5c + 10c – 2c?

[A]. 12c
[B]. 15c
[C]. 13c
[D]. 17c

Q18. What is the simplified value of 2y + 3y – 6?

[A]. 6y – 5
[B]. 5y + 6
[C]. y – 6
[D]. 5y – 6

Q19. What does the expression 3 + 2 × (y – 1) simplify to?

[A]. 2y – 1
[B]. 2y + 1
[C]. 2y + 3
[D]. y + 1

Q20. What is the simplified expression for the total amount paid: 40x + 75y – 6x – 10y?

[A]. 34x + 65y
[B]. 40x + 10y
[C]. 46x + 85y
[D]. 34x + 85y

What types of Class 7 Maths Ganita Prakash Chapter 4 MCQs are most common?

In Class 7 Maths Ganita Prakash Chapter 4 MCQ, students often see questions that test their understanding of algebraic expressions and patterns. One typical MCQ asks you to identify the correct expression for a described situation—for example, “Shabnam is 3 years older than Aftab; which expression represents Shabnam’s age?” The choices might include expressions like a + 3, a − 3, 3a, etc. Other MCQs involve simplification: picking which expression among options like 2l + 2b or l + b + l + b is the simpler form. Pattern‑based MCQs are also common—such as using matchstick or calendar patterns to write an expression for the nth term. These MCQs help students learn to form, simplify and identify expressions quickly. Practising this MCQ format builds speed and confidence while reinforcing key skills like using letters for numbers and combining like terms.

How can I prepare for Class 7 Maths Ganita Prakash Chapter 4 MCQ to improve accuracy?

To improve accuracy in Class 7 Maths Ganita Prakash Chapter 4 MCQ, students should focus on understanding the basic principles thoroughly. Start by learning what letter‑numbers mean—such as using x or y to stand for unknown or changing values. Then study how expressions are formed (e.g., x + 5) and simplified (e.g., combining l + l + b + b into 2l + 2b). Use pattern exercises—like those with matchsticks or grid numbers—to see how expressions like 4n − 3 appear naturally. In each practice session, try solving several MCQs and review all options, even wrong ones; understanding why one choice is incorrect strengthens your reasoning. After you complete MCQs, always redo incorrect answers and note the mistakes. Over time, repeated exposure to different MCQ styles—pattern recognition, simplification, expression formation—will build accuracy and make exam preparation smoother and more effective.

Why are Class 7 Maths Ganita Prakash Chapter 4 MCQ important for algebra readiness?

Class 7 Maths Ganita Prakash Chapter 4 MCQ play a lead role in preparing students for algebra in higher classes. MCQs encourage quick thinking and help students link real‑life situations to abstract expressions—like converting “cost of 9 kg jaggery” into an expression such as 9d. They strengthen skills like simplifying expressions and recognising equivalent forms, which is important before tackling algebraic identities or equations. MCQ questions also train students to spot subtle differences in expressions—like understanding why 10 + 8y is correct, but 10 + 8 + y is not. Regular practice builds the habit of clear and logical mathematical thinking. As students transition from arithmetic to algebra, Class 7 Ganita Prakash Chapter 4 and its MCQs act as a bridge—fostering confidence in using letters with numbers and helping them excel in later topics like linear equations, polynomials and functions.