Hello Everyone. Thanks for reading this article. We are hereby discussing the Maths Question Papers for Class 7. Question Papers and Previous Year Papers are very much crucial particularly when preparing for the school final exams. Middle classes from 6 to 10 students needs a lot of genuine practice of all the Maths concept. And the best way to achieve the same is through solving as many Question Papers and Previous Year Papers as possible. In this article, you can get the CBSE Class 7 Mathematics Previous year Papers in pdf and previous year (last 10 year) CBSE Question Papers for Class 7 Mathematics in PDF with solutions which are absolutely free.
It becomes very imperative for Students to download and practice this material in order to attain high scoring marks in exams. As already mentioned above please note that the best way of preparing for Class 7 Mathematics exams is by solving last year question papers of CBSE board. This will help every student to prepare properly for Mathematics and score better marks in CBSE NCERT KVS exam papers for Class 7 Mathematics and help you if you are appearing for exams as you will understand the pattern of the paper and the marking scheme. Practicing Question Papers for Class 7 Mathematics will help any student in attaining advantage over other students as they will understand the type of Mathematics questions and expected answers. On ribblu.com one may find database of both Unsolved and Solved Class 7 Mathematics question papers available for free download . All Question papers have been prepared by various schools as per latest 2023 academic syllabus of Class 7 Mathematics and based on latest CBSE Class 7 Mathematics Question Papers blueprints and chapter weightage.
CBSE Class 7 Mathematics Question Papers PDF Download
Important Questions with answers asked in Previous Question Papers of Class 6 Maths
Q.1 If the perimeter of a rectangle is 26 cm and its length is 7 cm, find its breadth.
Let the breadth of the rectangle be b cm. Perimeter of the rectangle = 2 (length + breadth) 26 = 2 (7 + b) 13 = 7 + b Breadth = 13 – 7 Breadth = 6 cm
Therefore, the breadth of the rectangle is 6 cm.
Q.2 Find the value of ‘k’ if 5k – 2 = 23.
5k – 2 = 23 5k = 23 + 2 5k = 25 k = 5
Therefore, the value of ‘k’ is 5.
Q.3 If a sum of Rs. 10,000 amounts to Rs. 12,100 in 2 years at simple interest, find the rate of interest.
Let the rate of interest be ‘r’ % per annum. Simple interest = (Principal × Rate × Time) / 100 12100 – 10000 = (10000 × r × 2) / 100 2100 = 200r r = 2100/200 r = 10.5
Therefore, the rate of interest is 10.5 % per annum.
Q.4 If the height of a cone is 8 cm and its radius is 3 cm, find its curved surface area.
Curved surface area of a cone = πrl, where r is the radius and l is the slant height. l² = r² + h² l² = 3² + 8² l = √(9 + 64) l = √73 cm
Curved surface area = π × 3 × √73 Curved surface area ≈ 68.73 cm²
Therefore, the curved surface area of the cone is approximately 68.73 cm².
Q.5 If a car covers a distance of 252 km in 4 hours, find its speed.
Speed = Distance/Time Speed = 252/4 Speed = 63 km/h
Therefore, the speed of the car is 63 km/h.
Q.6 The cost of 5 notebooks and 7 pencils is Rs. 50. If the cost of 7 notebooks and 10 pencils is Rs. 80, find the cost of each notebook and each pencil.
Answer: Let the cost of one notebook be x and the cost of one pencil be y. From the first equation, we get: 5x + 7y = 50 From the second equation, we get: 7x + 10y = 80 Solving these equations simultaneously, we get: x = 10 and y = 2 Therefore, the cost of each notebook is Rs. 10 and the cost of each pencil is Rs. 2.
Q.7 Find the area of a circle whose diameter is 14 cm. (Take π = 22/7)
Answer: Given, diameter of the circle = 14 cm Radius of the circle = Diameter/2 = 14/2 = 7 cm Area of the circle = πr^2 = (22/7) x 7^2 = 154 sq. cm Therefore, the area of the circle is 154 sq. cm.
Q.8 If 2x + 3y = 15 and 4x – 5y = 10, find the value of x and y.
Answer: Multiplying the first equation by 2, we get: 4x + 6y = 30 Subtracting the second equation from the above equation, we get: 4x + 6y – (4x – 5y) = 30 – 10 Simplifying, we get: 11y = 20 y = 20/11 Substituting the value of y in the first equation, we get: 2x + 3(20/11) = 15 Simplifying, we get: 2x = (165-60)/11 2x = 105/11 x = 105/22 Therefore, the value of x is 105/22 and the value of y is 20/11.
Q.9 Find the sum of the first 25 odd natural numbers.
Answer: The first odd natural number is 1.
The second odd natural number is 3.
The third odd natural number is 5. And so on.
Therefore, the first 25 odd natural numbers are: 1, 3, 5, 7, 9, 11, 13, 15, 17, 19, 21, 23, 25, 27, 29, 31, 33, 35, 37, 39, 41, 43, 45, 47, 49
The sum of the first n odd natural numbers is n^2. Therefore, the sum of the first 25 odd natural numbers is 25^2 = 625.
Therefore, the sum of the first 25 odd natural numbers is 625.
Q.10 If the LCM of two numbers is 120 and their HCF is 5, find the two numbers.
Answer: Let the two numbers be x and y. Their LCM is 120. Their HCF is 5. We know that LCM x HCF = product of two numbers. Therefore, 120 x 5 = xy Simplifying, we get: xy = 600 Now, we need to find two numbers whose product is 600 and HCF is 5. The factors of 600 are: 1, 2, 3, 4, 5, 6, 8
Example of Previous Year Question Paper
CBSE Class 7 Maths Syllabus 2023-24
Introduction, recall, properties of addition and subtraction of integers, multiplication of integers, properties of multiplication of integers , division of integers, properties of integers.
Chapter-2 Fraction and Decimals
Introduction, How well you have learnt about fractions? (proper fraction, improper fraction, mixed fraction, equivalent fraction) Multiplication of fractions, Division of fractions, How well you have learnt about decimal numbers? Multiplication of decimal numbers, division of decimal numbers.
Chapter-3 Data Handling
Introduction, collecting data, organisation of data, representative values, arithmetic mean, mode, median, use of bar graphs with a different purpose, chance and probability.
Chapter-4 Simple Equation
Introduction, A mind reading game, setting up of an equation, review of what we know, what equation is? Solving an equation, more equations, from solution to equation, application of simple equations to practical situations
Chapter–5 Lines and Angles
Introduction, related angles, pair of lines, checking for parallel lines.
Chapter-6 The triangle and its properties
Introduction, Medians of a triangle, altitudes of a triangle, Exterior angle of a triangle and its properties, two special triangle and its property, angle sum property of a triangle, equilateral and isosceles triangle, sum of the lengths of two sides of a triangle, right angled triangles and Pythagoras property.
Chapter-7 Congruence of Triangles
Introduction, Congruence of plane figures, Congruence among line segments, congruence of angles, congruence of triangles, criteria for congruence of triangles, congruence among right angled triangles.
Chapter-8 Comparing Quantities
Introduction, Equivalent ratios, percentage another way of comparing quantities, use of percentages, prices related to an item or buying and selling, charge given on borrowed money or simple interest.
Chapter-10 Practical Geometry
Introduction, construction of a line parallel to a given line through a point not on the line. Construction of triangles, Constructing a triangle when the lengths of its three sides are known (SSS Criterion), constructing a triangle when the lengths of two sides and the measure of the angle between them are known (SAS criterion), constructing a triangle when the measure of two of its angles and the length of the side included between them is given (ASA criterion), constructing a right-angled triangle when the length of one leg and its hypotenuse are given (RHS criterion).
Chapter-11 Perimeter and Area
Introduction, area of square, rectangles, and parallelogram, area of a triangle, circle, conversion of units, application.
Chapter -12 Algebraic Expressions
Introduction, How are expressions formed, terms of an Expression, like and unlike terms, Monomials, Binomials, Trinomials and Polynomials, addition and subtraction of algebraic expressions, finding the value of an expression, using algebraic expression- formulas and rules.
Chapter-13 Exponents and Powers
Introduction, exponents, laws of exponents, miscellaneous examples using the laws of exponents, decimal number system, expressing large numbers in the standard form.
Class 7 Maths Sample Paper
Attempting Previous year question papers for Class 7 Maths is the perfect strategy to prepare for final exams of Class 7. Getting full score in Grade 7 examinations is a wish of all the student as it always helps in future and makes sure that child has built a sound base of mathematics for higher classes in school. By solving Class 7 Mathematics Question papers one gets the chance toe enhance their knowledge and identify the exam pattern and weightage of questions and critical topics which are repeated in exams. This greatly increases the chances of getting better rank in the exam.
Key Advantages in Attempting Last year Question Papers of Maths for Class 7:
a) Increases the problem solving skills for Grade 7 Maths
b) Exam has to be attempted in limited time period. usually 2-3 hours. So while attempting question papers one Improves speed and accuracy.
c) Maths papers needs a strategy while attempting. How to approach Maths Question Paper in examination hall is key aspect and while prating previous year papers it helps the students to develop good strategy to approach and solve the Standard 7 Maths question paper
d) Students gets to know their grey / weak areas in advance while practicing so that they can spend more time to resolve mistakes and clear concepts of various chapters given in NCERT for Class 7 Mathematics.
e) Helps to revise the entire 2021 syllabus and familiarises with important questions
CBSE Sample Question Paper for Class 7 Maths
Maths for Class 7 is considered to be one of the most important and immensely scoring subjects. And the best way to prepare apart from completing NCERT and reference books is solving CBSE Sample Papers. Here on Ribblu one can get immense collection of Sample Question Papers for Class 7 Maths in PDF format for free.
CBSE Class 7 Maths Test Papers, Unit Tests and Periodic Assessment Exams
Maths Test Papers for Class 7 are the collection of past unit test papers and periodic assessment class test papers which helps students to prepare for upcoming monthly quarterly half yearly and annual exams. Here on Ribblu one can get a lot of Test Papers for Class 7 Maths in PDF format for free
CBSE Worksheets for Class 7 Maths
CBSE Worksheets for Class 7 contains all the important questions on English, Biology, Maths, Hindi, Science, EVS, Sanskrit, Social Science, General Knowledge, Computers, French, and Environmental Studies as per CBSE syllabus. These Worksheets help students to practice, improve knowledge as they are an effective tool in understanding the subject in totality. Worksheets help students in learning in depth concepts while out of the class.
Question Papers of Other Subjects of Class 7
Frequently Asked Questions (FAQ)
Q. How many total subjects are there in 7th Class ?
- Hindi, English, Mathematics, Environmental Science, Sanskrit, Computer.
Q. How can I become topper Student in Class 7th?
A. There are no shortcuts of becoming the class topper. The only way to be the best is to discipline, study hard and learn the tricks of the teachers. If you want to become the top of the class then you need to make sure that you are organized and disciplined. Also, homework tasks are always set for a reason which may mean that if you don’t do your homework, you might suffer during the final exam.
Q. In Class 7 Which are the important portions of Social Science.
1. Social and Political Life – II (Civics)
2. Our Pasts – II (History)
3. Our Environment (Geography
Q. Does the Syllabus prescribed by CBSE apply all over India ?
A. Yes, more or less the CBSE syllabus is the same for all schools in India and there are little or no state-wise differences in CBSE syllabus since a majority of schools follow NCERT books. In other words, CBSE syllabus, on the whole, is the same for all states in India.
Q. What are the few best methods to Prepare English Subject?
A. The student must focus on grammar and writing, as these are sections in which students tend to lose the maximum number of marks. Practice writing sections of previous papers, along with grammar questions like editing and omission of paragraphs. The latter requires intensive practice, and demand that the students be thorough.
Q. is there any way we can score full marks in Social Science?
A. Scoring good marks in Social science is not a big task but students have to practice consistently. The concept matter will be a lot clearer to you once you understand – for instance – how the government works, or what happened during the Indian independence period. Understanding the subject will help you retain and recall effectively during the exam. Plus, you will be able to relate it to current events and pinpoint historical trends from a panoramic standpoint.