Question
According to the Occupational Safety, Health and
Working Conditions Code, 2020, how long is the license issued for the employment of contract labor under Code 48 (3) of the Occupational Safety, Health and Working Conditions Code, 2020?Solution
As per Code 48- (3) Subject to the provisions of section 119, the licence issued for the purposes of sub-section (1) of section 47 shall be valid for a period of five years in respect of the number of contract labour specified therein and in case the contractor wants to increase the number of the contract labour, he shall apply in the prescribed manner for the amendment to the licence for such purpose to the authority referred to in sub-section (1) of section119 and if the licence is so amended, the number of contract labour shall be increased to such extent by depositing such security deposit as specified in the amended licence for the balance period.
- An integer 'p' is added to each of 19, 25, 43 and 55 so that the resulting numbers will be in proportion in given order only. Find the value of '(p + 4) '....
Find the largest number that, when dividing 259, 323, and 640, leaves remainders of 4, 8, and 10, respectively.
In a group of three numbers first is double of second and half of third. The average of three numbers is 42. Find the difference between the first numb...
The remainder obtained when (47³ + 35³) is divided by 41 isÂ
When a number is divided by 114, remainder is 82. What will be the remainder when the cube of the number is divided by 19?
If {p2 + (2p2/5)} = 14p , p ≠0, then find the value of {p2 + (10/p) - 1}.
A tree increases annually by one - fourth of its height. What will be the height of the tree after 3 years, if it stands today at 64 cm height?
On dividing (5757 + 57) by 58, the remainder obtained is ‘R’. Find the value of (R – 5).
Find the smallest number that, when divided by 3, 4, 5, and 6, leaves a remainder of 2 but is divisible byÂ
Rs 625 is to be divided among A, B and C so that A gets 2/9 of B’s share and C gets 3/4 of A’s share. Share of C is: