RS Aggarwal Solutions for Class 8 Maths Chapter 9 Exercise 9.2: The Physics Wallah academic team has produced a comprehensive answer for Chapter 9: Percentage of the RS Aggarwal class 8 textbook. The RS Aggarwal class 8 solution for chapter 9 Percentage Exercise-9B is uploaded for reference only; do not copy the solutions.
Before going through the solution of Chapter 9 Percentage Exercise-9B, one must have a clear understanding of chapter 9 Percentage. Read the theory of Chapter 9 Percentage and then try to solve all numerals of exercise-9B.RS Aggarwal Solutions for Class 8 Maths Chapter 9 Exercise 9.2 PDF
Tick (√) the correct answer in each of the following:
(2) 0.8% when expressed as a decimal, is
(3) 6 : 5 when expressed as a percentage, is
(4) 5% of a number is 9. The number is
Solution: Let the required number be x. Then, 5% of x = 9(5) What per cent of 90 is 120?
(6) What percent of 10 kg is 250g?
Ans: Here 10 kg = 10,000 g(7) 40% of ?= 240
(8) ?% of 400 = 60
(9) (180% of ?) ÷ 2 =504
(10) 20% of Rs 800 = ?
(11) In an examination, Nitin gets 98 marks. This amounts to 56% of the maximum marks. What are the maximum marks?
Solution: Let the maximum marks be x.(12) A number is first increased by 10% and then reduce by 10%. The number
Ans: (b) decreases by 1%(13) A period of 4 hours 30 min is what per cent of a day?
Ans: Here 4 hours 30 min = (240 + 30) = 270 min A day = 24 hours = (24 × 60) = 1440 min(14) In an examination, 65% of total examinees passed. If the number of failures is 420, the total number of examinees is
Solution: Let the total number of examinees be 100. Percentage of examinees passed = 65% Percentage of examinees failed = (100 – 65)% = 35%(15) A number exceeds 20% of itself by 40. The number is
Solution: Let the number be x.(17) 0.05 is what per cent of 20?
(18) One-third of 1206 is what per cent of 134?
(19) x% of y % of?
Solution: Let the required number be z. Then, x% of y = y% of z(20) What per cent of 2/7 is 1/35?
Standardized Questions: The solutions align with the latest CBSE curriculum, ensuring students practice questions that are likely to appear in exams.
Confidence Building: Regular practice with these solutions boosts students' confidence, enabling them to tackle percentage-related questions in exams with ease.
5. Critical Thinking DevelopmentAnalytical Skills: Working through the exercises encourages students to think critically and analyze problems systematically, enhancing their analytical abilities.
Logical Reasoning: Understanding the logic behind percentage problems fosters logical reasoning skills, which are essential for success in mathematics.
6. Foundation for Advanced TopicsFoundation for Higher Studies: A strong grasp of percentages lays the groundwork for more advanced topics in mathematics, such as algebra, statistics, and financial mathematics.
Interdisciplinary Relevance: Mastery of percentages is crucial not only in math but also in subjects like economics, science, and business studies, making it a valuable interdisciplinary skill.
7. Time ManagementEfficient Learning: The structured solutions help students learn how to approach and solve problems efficiently, saving time during exams.
Improved Accuracy: Practicing with these solutions reduces errors and improves accuracy in calculations.