Question
Two ships ‘M’ and ‘N’, which were 1020 km apart,
started traveling towards each other at the same time and met after 6 hours. If the speed of ship ‘M’ is 20 km/h more than the speed of ship ‘N’, then find the speed of ship ‘M’.Solution
ATQ,
Sum of the distance travelled by both ships = 1020 km
Let the speed of ship N = ‘x’ km/h
So, speed of ship M = ‘x + 20’ km/h
So, 6x + 6(x + 20) = 1020
Or, 6x + 6x + 120 = 1020
Or, 12x = 900
Or, x = 75
So, the speed of ship M = (x + 20) = (75 + 20) = 95 km/h
When can liquidation process of the corporate debtor be initiated as per section 33 of IBC?
The Central Government, if on a representation made by the Reserve Bank in this behalf is satisfied that it is expedient so to do, may by notification i...
An order of the court directing a person to do or refrain from doing some act, which is the subject matter is known as ___________________
A mortgagee in possession has the right to :
As per the Commercial Courts Act what is the expected timeframe for the disposal of appeals filed before the Commercial Appellate Court and the Comme...
Section 3 of the Limitation Act, 1963 provides bar to__________________ if filed after prescribed limitation period:
According to the provisions of the Companies Act for the winding up of a company by the Tribunal, the Tribunal at the time of the passing of the order o...
Under section 6 of the Prevention of Corruption Act, 1988 the Special judges can pass a sentence of imprisonment for a term not exceeding _________year
The Article of a company may be altered by_____.
Which of the following cannot be patented under the Patents Act, 1970?
Relevant for Exams:
