Question
The 5th term of an arithmetic progression is 23 and the
12th term is 72. Find the first term and the common difference.Solution
ATQ,
Let first term = a Common difference = d Tâ = a + 4d = 23 Tââ = a + 11d = 72 Subtract the two equations: (a + 11d) â (a + 4d) = 72 â 23 7d = 49 d = 7 Substitute back: a + 4Ă7 = 23 a + 28 = 23 a = â5 Answer: First term = â5 Common difference = 7
The District Commission, the State Commission or the National Commission shall not admit a complaint unless it is filed
Under Section 163(1), a Magistrate may issue an urgent order in cases of nuisance or apprehended danger toâ
When there is a breach of contract, the party which has performed a part of his obligation, is entitled to recover value of what has been done by him. T...
Registration of which of the document under Registration Act, 1908 is not compulsory but optional.
As per S. 125 of the Indian Evidence act, 1872 a police officer____________.
Who shall constitute the Employeesâ State Insurance Corporation under the Code on Social Security, 2020?
Under which circumstances can the Tribunal order a meeting of creditors or members of a company for compromise or arrangement?
According to Section 111 Explanation (ii), âcontinuing unlawful activityâ includes which of the following requirements?
As per the Companies Act, the maximum tenure for a Managing Director, Whole-Time Director, or Manager in a company is_______________
Which section deals specifically with punishment for repeat offenders of sexual crimes such as rape and gang rape?Â
