Question
X, Y and Z together can complete a work in 15 days. X
and Y together can complete the same work in 30 days. Z alone can finish the same work in how many days?Solution
Let us assume Z alone can complete the work in 'x' days The efficiency of X, Y, and Z = (1/15) The efficiency of X and Y = (1/30) The efficiency of Z = (1/x) = (1/30) + (1/x) = (1/15) By solving the value of 'x' ⇒ x = 30 days ∴ The required result will be 30 days.
Every agreement of which the object or consideration is unlawful is_____________
A sues Bon an agreement and gives B notice to produce it. At the trial A calls for the document and B refuses to produce it. A gives secondary evidence ...
According to the Companies Act provisions _____________means such capital as is authorised by the memorandum of a company to be the maximum amount of sh...
What does the principle of Ignorantia Juris Non Excusat assert?
Which of the following Institutions were merged to form Spices Board?
Cardamom Board
Ginger Board
Spices Export Promotion Council
The oath of office to the governor is administered by
What is the age of a Juvenile offender, as provided under CrPC?
Evidence may be given of_______.
What are the conditions subject to which a company may accept deposits from its members?
The ______________ shall appoint a person who is qualified to be appointed a Judge of a High Court to be Advocate General for the State
