Construction Management (2180611) MCQ

MCQs of Linear Programming in Construction Management

MCQ No - 1

Liner programming was initially developed by ____________ for military operations.

(A) George Dantzig
(B) Juran Safinag
(C) Henery Gantt
(D) D.R. Fulkerson

A
MCQ No - 2

Liner programming solves problem by ________

(A) By dividing work in manageable part
(B) By mathematical conversion into linear equation
(C) By identification of constrains and objectives
(D) By converting into partial differential equation

B
MCQ No - 3

A brick manufacturer can run furnace for 8 hours and have three options of different size and its variable production time, find out maximum profitable option. 1. Size X – Production Time 20mins. – Profit 3Rs. 2. Size Y – Production Time 10 mins. – Profit 2.5Rs. 3. Size Z – Production Time 15 mins. – Profit 3Rs.

(A) Size X
(B) Size Y
(C) Size Z
(D) Size X and Z

B
MCQ No - 4

When it is feasible to use graphical method of liner programming?

(A) When constrains are know
(B) When resources are limited
(C) When quality is important
(D) When there is only two variables

D
MCQ No - 5

Arrange following steps of Simplex method of liner programming in appropriate sequence: 1. Setting up initial simplex solution 2. Generalizing the objective function and constrain 3. Identifying mathematical model 4. Converting the constrains into equation

(A) 1-2-4-3
(B) 1-2-3-4
(C) 3-4-1-2
(D) 4-3-1-2

C