The correct answer is (d) 2011 census.
The value of votes for the election of the President of India is calculated on the basis of the population of each state as per the 2011 census. The total number of votes is 543,231, which is the total population of India as per the 2011 census divided by 1000. The value of each vote is equal to the population of the state divided by the total number of votes.
The 1951 census was the first census conducted after India’s independence. It was a major undertaking, and it provided a wealth of data on the population of India. The 1971 census was the second census conducted after India’s independence. It was also a major undertaking, and it provided even more data on the population of India. The 1991 census was the third census conducted after India’s independence. It was also a major undertaking, and it provided even more data on the population of India. The 2011 census was the fourth census conducted after India’s independence. It was the most comprehensive census ever conducted in India, and it provided the most up-to-date data on the population of India.
The value of votes for the election of the President of India is calculated on the basis of the population of each state as per the 2011 census. This is because the 2011 census is the most recent and accurate census of India. The 1951 census, the 1971 census, and the 1991 census are all outdated, and they do not reflect the current population of India. The 2011 census is the only census that can be used to accurately calculate the value of votes for the election of the President of India.