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• Statement 1 is correct: The original Constitution did not contain provisions regarding the Tribunals. It was added by the 42nd Constitutional Amendment Act, 1976. The provisions regarding the Tribunal are found in the Articles 323A and 323B of the Part XIV-A of the Constitution. Article 323A deals with the Administrative Tribunals whereas Article 323B deals with Tribunals for other matters. • Statement 2 is incorrect: As per the Article 323A Parliament (and not central govt.) is empowered to establish Tribunals for the adjudication of the disputes regarding the service conditions of the civil servants. The Parliament enacted the Administrative Tribunals Act, 1985 which enabled the Central Government to establish the Central Administrative Tribunals and the State Administrative Tribunals for the relief of the civil servants. • Statement 3 is correct: The Central Administrative Tribunals is guided by the principles of Natural Justice and not by the procedure mentioned as per the Civil Procedure Code, 1908. • Statement 4 is incorrect: The Administrative Tribunals Act, 1985 also empowered the Central Government to set up tribunals for the states, i.e., the State Administrative Tribunal (SAT) on the request of the state government concerned. Currently, such tribunals are functional in nine states of India, Andhra Pradesh, Himachal Pradesh, Odisha, Karnataka, Maharashtra, Madhya Pradesh, Kerala, West Bengal, and Tamil Nadu. The Tribunals have been established and removed from the states from time to time. The Act also provides for the establishment of a Joint Administrative Tribunal (JAT) for two or more states.
Find the sum of all two-digit numbers that are exactly divisible by 6.
Sum of squares of three consecutive numbers is 1589. Find the sum of first and third number.
The sum of four consecutive counting numbers is 154. Find the smallest number?
What is the remainder when 7³⁵ is divided by 5?
15 15 60 540 8650
...The sum of three consecutive natural numbers each divisible by 5, is 255. The largest among them is:
Find the number that needs to be subtracted from 85 and 55 such that their ratio becomes 6:3.
The sum of the digits of a two-digit number is 9. If 27 is subtracted from the number, its digits switch their places. What is the number?