RS Aggarwal Solutions Class 10 Chapter 11 - Arithmetic Progression
FAQs on RS Aggarwal Solutions Class 10 Chapter 11 - Arithmetic Progression (Ex 11C) Exercise 11.3
1. What will be the solution for Question 1 of RS Aggarwal Class 10 Chapter 11 Arithmetic Progression Exercise 11.3?
In the first question of Exercise 11.3 of RS Aggarwal Class 10, Chapter 11 Arithmetic Progression provides the students with terms that are in Arithmetic Progression wherein the students are required to identify the value of y. The terms provided in the question are (3y - 1), (3y + 5) and (5y + 1) are in Arithmetic Progression. To solve the value of y, equate the equations, (3y + 5) - (3y - 1) = (5y + 1) - (3y + 5). After solving this equation by following Mathematical rules, the students will be easily able to calculate the value of y.
2. How can I solve question 4 of Exercise 11.3 of RS Aggarwal Class 10 Chapter 11 Arithmetic Progression?
The questions in Exercise 11.3 of RS Aggarwal Class 10 Chapter 11 Arithmetic Progression are solved similarly. Therefore, students need to clear their concepts. In question 4 of Exercise 11.3 students are provided with numbers that are in Arithmetic Progression and the students are required to identify the value of a and b. The equation that will be framed for this question will be, 9 - a = b - 9 = 25 - b. The students should solve these equations firstly for b and then they can find the value of a by substituting the value of b in the equation.
3. How can I solve question 5 of Exercise 11.3 of RS Aggarwal Class 10 Chapter 11?
Question 5 of Exercise 11.3 of RS Aggarwal Class 10 Chapter 11 is a little different from the rest of the questions. The students are provided with equations that are in Arithmetic Progression and the student has to find the numbers that are in Arithmetic Progression. To solve this question, students must find the value of n by solving the equation (3n + 2) - (2n - 1) = (6n - 1) -(3n + 2). The students will have to solve this equation and find the value of n. After finding the value of n, substitute the value of n in each equation to find the numbers that are in Arithmetic Progression.
4. What tips should I follow to perform well in Exercise 11.3 of RS Aggarwal Class 10 Chapter 11, Arithmetic Progression?
RS Aggarwal Maths Chapter 11 of Class 10 Arithmetic Progression is a very important chapter and a scoring chapter as well. Therefore, students should be sure that they perform their best in this chapter. To ensure this students can follow certain tips that will help them perform better:
Practice as many questions as you can, that will help you in your exams.
Give practice tests to understand how to manage time.
Solve questions during exams carefully to avoid any silly mistakes.
5. What are sequences, series, and progression discussed in Class 10 Chapter 11 Arithmetic Progressions?
Class 10 Chapter 11 that is, Arithmetic Progression is an essential topic for the students and must be prepared with utmost concentration. There are several terminologies discussed in the chapter related to Arithmetic Progression. A sequence refers to a list of numbers that follow a specific pattern. Series refers to the sum of numbers that are present in a sequence. A progression is very similar to a sequence but it may contain Mathematical formulas instead of numbers.