Question
Find the least 4-digit number which, when divided by
21, 28, and 12, leaves a remainder of 3 in each case.Solution
Prime factorization of 21 = 3 Ă— 7
Prime factorization of 28 = 2² × 7
Prime factorization of 12 = 2² × 3 LCM of (21, 28, and 12) = 2² × 3 × 7 = 84 Least 4-digit number divisible by 84 = 1,008 So, required number = 1008 + 3 = 1,011 Hence, option A.
Which Section of Indian Evidence Act is founded on the doctrine laid down in “Pickard v Sears”?
Section 82 of the Negotiable Instrument Act, 1881 deals with _________.
Central Government departments must consult the CVC in matters involving:Â
Tort has been derived from the word_______.
Which of the Labour Code was enacted in 2019?
Section 2(20): “Company means a company incorporated under this Act or under any previous company law.” Consider:
(1) This definition covers ...
A mortgages to B a certain field bordering on a river. The field is increased by alluvion. B is:
Adjudicating Authority’s powers and functions are contained under which provision?Â
The provision as laid down under IPC provides that nothing is an offence which is done by a child under seven years of age is represented by which doctrine
As per Section 4A(1), the Director is appointed by the Central Government on the recommendation of a Committee consisting of:
