September 2025

Explain major approaches of rural development.

Introduction Rural development is a crucial aspect of national progress, especially in a country like India where a large portion of the population resides in villages. Various approaches have been used over time to improve the standard of living in rural areas. These approaches help in planning and implementing programs that can reduce poverty, improve […]

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Discuss in brief about agrarian movements in Pre‐independent India.

Introduction Agrarian movements in pre-independent India were organized efforts by peasants and farmers to protest against the unjust land revenue systems, high rents, and exploitation by landlords and colonial authorities. These movements played a crucial role in creating awareness among rural people and sowed the seeds of resistance against colonial rule. They were driven by

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Describe major institutions of Indian ruralsociety

Introduction Institutions are the building blocks of any society. In rural India, traditional and modern institutions play a vital role in shaping the social, economic, and cultural life of the people. These institutions help in maintaining social order, guiding behavior, and fulfilling various needs of the rural population. Understanding these institutions is essential to understand

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Discuss the impact of emerging knowledge on the behaviour of ruralsociety.

Introduction The world is rapidly changing with the emergence of new knowledge, technology, and innovations. These developments have started to influence even the remotest rural areas in India. Emerging knowledge in fields like agriculture, health, education, information technology, and communication has begun to reshape the behavior of rural societies. This transformation is significant because rural

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What do you mean by ruralsociety? Describe important characteristics of Indian ruralsociety.

Introduction Rural society refers to the community of people living in villages or countryside areas where agriculture and allied activities are the primary sources of livelihood. Rural societies are usually less populated than urban areas, and their social structure, lifestyle, and economic activities are quite different from those in cities. In India, rural society forms

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Describe the concept, aims and objectives of rural development

Introduction Rural development refers to the process of improving the quality of life and economic well-being of people living in relatively isolated and sparsely populated areas. It is a multidimensional concept that encompasses economic growth, social development, infrastructure improvement, and environmental sustainability in rural areas. In a country like India, where the majority of the

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BPHE-102: Oscillations and Waves – All Assignment Answers (2025)

BPHE-102: Oscillations and Waves – All Questions Answered Below are the complete answers to the IGNOU assignment for BPHE-102: Oscillations and Waves (2025). Click on each question to view its detailed solution. a) A simple harmonic motion is represented by x(t) = a cos(ωt). Obtain expressions for velocity and acceleration of the oscillator. Also, plot

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e) Consider two cylindrical pipes of equal length. One of these acts as a closed organ pipe and the other as open organ pipe. The frequency of the third harmonic in the closed pipe is 200 Hz higher than the first harmonic of the open pipe. Calculate the fundamental frequency of the closed pipe.

Introduction This problem involves harmonics in open and closed cylindrical organ pipes of equal length. We are given a relation between harmonics and are required to find the fundamental frequency of the closed pipe. Understanding the Harmonics In an open organ pipe, all harmonics are present: f₁, 2f₁, 3f₁, … In a closed organ pipe,

e) Consider two cylindrical pipes of equal length. One of these acts as a closed organ pipe and the other as open organ pipe. The frequency of the third harmonic in the closed pipe is 200 Hz higher than the first harmonic of the open pipe. Calculate the fundamental frequency of the closed pipe. Read More »

d) A stretched string of mass 20 g vibrates with a frequency of 30 Hz in its fundamental mode and the supports are 40 cm apart. The amplitude of vibrations at the antinode is 4 cm. Calculate the velocity of propagation of the wave in the string as well as the tension in it.

Introduction This question involves calculating the wave velocity and tension in a stretched string vibrating in its fundamental mode. We are given frequency, length, and mass of the string, and are asked to calculate the wave speed and tension. Given Mass (m) = 20 g = 0.020 kg Length (L) = 40 cm = 0.40

d) A stretched string of mass 20 g vibrates with a frequency of 30 Hz in its fundamental mode and the supports are 40 cm apart. The amplitude of vibrations at the antinode is 4 cm. Calculate the velocity of propagation of the wave in the string as well as the tension in it. Read More »

c) The linear density of a vibrating string is 1.3 × 10⁻⁴ kg/m. A transverse wave is propagating on the string and is described by the equation y(x, t) = 0.021 sin(30t − x), where x and y are in metres and t is in seconds. Calculate the tension in the string.

Introduction We are given the wave function of a transverse wave traveling along a string. The wave equation is: y(x, t) = 0.021 sin(30t − x) We are also given: Linear mass density (μ) = 1.3 × 10⁻⁴ kg/m The goal is to determine the tension (T) in the string. Step 1: Identify Wave Parameters

c) The linear density of a vibrating string is 1.3 × 10⁻⁴ kg/m. A transverse wave is propagating on the string and is described by the equation y(x, t) = 0.021 sin(30t − x), where x and y are in metres and t is in seconds. Calculate the tension in the string. Read More »

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