Question
Average 20 numbers is ‘x’. If the average of first
12 numbers is 64.5 while average of last 5 numbers is 86.6 and 13th, 14th and 15th numbers are (2x - 42), (x + 50) and 162 respectively. Find the 14th number.Solution
According to question, => 20x = 64.5 × 12 + 86.6 × 5 + 2x – 42 + x + 50 + 162 => 17x = 1377 => x = 81 Therefore, 14th number = 81 + 50 = 131
Which of the following entities qualifies as an "insurer" according to the Insurance Act?
Any property derived as a result of criminal activity is?
In light of the given statement, identify the Doctrine based on which the court will decide constitutional issues only if strict requirement compels it ...
What is the quantity of food grain that is provided to every person belonging to priority households under the Targeted Public Distribution System as p...
Superintendence, direction, and control of elections to be vested in the ___________under the Constitution of India, 1950.
As per the General Insurance Business (Nationalisation) Act _____________ means any Indian insurance company and, where a scheme has been framed involvi...
An oral arbitration agreement:Â
What does "enterprise" include?
Which court has jurisdiction to hear and decide matrimonial disputes under the Hindu Marriage Act?
As per Section 9(1), verbatim, the proceedings of the Commission shall be conducted at:
Relevant for Exams:
