The headquarters of the Eastern Railway Zone is located at _______.
Indian Railways is divided into several zones for administrative convenience and efficient management of the vast railway network. Each zone is further divided into divisions. The headquarters of a railway zone is the principal administrative office for that zone.
The question asks about the headquarters of the Eastern Railway Zone. This is a key piece of information related to the administrative structure of Indian Railways. The headquarters for the Eastern Railway Zone is located in the city of Kolkata.
Eastern Railway (ER) is one of the 19 railway zones in India. It was formed on 14 April 1952 by the amalgamation of the East Indian Railway and the Bengal Nagpur Railway. Its network covers parts of West Bengal, Jharkhand, and Bihar.
The specific location of the Eastern Railway Zone headquarters is Kolkata. Kolkata is a major metropolitan city and serves as a central hub for railway operations in the eastern part of India.
To better understand the context, let's look at some of the major railway zones and their headquarters:
| Railway Zone | Headquarters |
|---|---|
| Central Railway | Mumbai CST |
| Eastern Railway | Kolkata |
| Northern Railway | Delhi |
| Southern Railway | Chennai |
| Western Railway | Mumbai Churchgate |
| East Central Railway | Hajipur |
| East Coast Railway | Bhubaneswar |
| North Central Railway | Prayagraj |
| North Eastern Railway | Gorakhpur |
| North Frontier Railway | Guwahati (Maligaon) |
| North Western Railway | Jaipur |
| South Central Railway | Secunderabad |
| South East Central Railway | Bilaspur |
| South Eastern Railway | Kolkata (Garden Reach) |
| South Western Railway | Hubballi |
| West Central Railway | Jabalpur |
| Metro Railway | Kolkata |
From the table, it is clear that the headquarters for the Eastern Railway Zone is Kolkata.
| Zone | Headquarters |
|---|---|
| Eastern Railway | Kolkata |
| Northern Railway | Delhi |
| Southern Railway | Chennai |
| Western Railway | Mumbai |
In an Linear programming problem, the restrictions or limitations under which the objective function is to be optimised are called
For the linear programming problem:
Maximum Z = 3X1 + 2X2
Subject to
-2X1 + 3X2 ≤ 9
X1 – 5X2 ≥ - 20
X1, X2 ≥ 0
The above problem has
Consider an LPP given as
Max Z = 2x 1 - x 2+ 2x 3
Subject to the constraints
2x 1+ x 2 ≤ 10
x 1+ 2x 2 - 2x 3 ≤ 20
x 1+ 2x 3 ≤ 5
x 1, x 2, x 3 ≥ 0
What shall be the solution of the LPP after applying first iteration of the Simplex Method?
Consider the following Linear programming problem (LPP):
Maximize z = x 1+ x 2
Subject to the constraints:
x 1+ 2x 2≤ 2000
x 1+ x 2≤ 1500
x 2≤ 600
and x 1, x 2≥ 0
The solution of the above LPP is:Consider the following statements with respect to duality in LPP
(a) The final simplex table giving optimal solution of the primal also contains optimal solution of its dual in itself.
(b) If either the primal or the dual problem has a finite optimal solution, then the other problem also has a finite optimal solution.
(c) If either problem has an unbounded optimum solution, then the other problem has no feasible solution at all
Which of the statements is (are) correct?