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190 Cards in this Set
- Front
- Back
Operations research Model in which value of all variables and all possible outcomes are known with certainty are called _____ Model |
Deterministic |
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Operation research model in which some or all variables are redome in nature are called _____ Models |
Probabilistic |
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Mean, medium and mode are measures of |
Central tendency |
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_ _ _ _ _ and _ _ _ _ _ are techniques applied in project management. |
CPM, PERT |
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Operation research techniques are _ _ _ _ _ in nature |
Quantitative |
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_ _ _ _ _ are the entities whose values are to ba determined from the solution of the LLP |
Decision variables |
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_ _ _ _ _ specifies the objective or goal of solving the LLP |
Objective function |
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Objective function is expressed in term of the _ _ _ _ _ |
Decision variables |
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_ _ _ _ _ are the restrictions or limitations imposed on the LLP |
Constraints |
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The type of constraint which specifies maximum capacity of a resource is ' _ _ _ _ _ or equal to' constraint |
Less than |
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The incoming variable column in the complex algorithm is called _ _ _ _ _ |
Key column |
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The outgoing variable now in the simplex algorithm is called _ _ _ _ _ |
Key row |
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The intersection added to the LHS of a less than or equal to constraint to convert it into equality is called _ _ _ _ _ |
Slack variables |
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The intersection value of key column and key row is called _ _ _ _ _ |
Key element |
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A resource which is partially utilizes is called _ _ _ _ _ in simplex. |
aboundant resources |
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The value of one extra unit of resource is called _ _ _ _ _ in simplex |
Shadow price |
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To find initial feasible solution of a transportation problem the method which starts allocation from the lowest cost is called _ _ _ _ _ method. |
Least cost |
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In a transportation problem, the method of penalties is called _ _ _ _ _ method. |
Vogle's approximately |
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When the total of allocations of a transportation problem match with supply and demand values, the solution is called ______ solution. |
Feasible |
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When the allocations of a transportation problem satisfy the rim condition (m + n -- 1) the solution is called _____ solution |
Non - degenerate |
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When there is a degeneracy in the transportation problem, we add an imaginary allocation called _____ in the solution. |
Epsilon |
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If the number of rows and columns in an assignment problem are not equal than it is called ______ Problem. |
Unbalanced |
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The method of solution of assignment problems is called _____ method. |
Hungarian |
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When a maximization assignment problem is converted into minimization problem, the resulting matrix is called _ _ _ _ _ |
Regret Matrix |
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The extra row or column which is added to balance assignment problem is called _ _ _ _ _ |
Dummy |
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When a particular assignment in the given problem is not possible or restricted as a condition, it is called a _ _ _ _ _ problem. |
Prohibited |
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The longest path in the network diagram is called _ _ _ _ _ path. |
Critical |
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The second longest path in the network diagram is called _ _ _ _ _ path |
Subcritical |
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Forward pass calculations are done to find _ _ _ _ _ times of events. |
Earliest |
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Backward pass calculations are done to find _ _ _ _ _ times of events. |
Latest |
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An activity whose start or end cannot be delayed without affecting total project completion time is called _ _ _ _ _ activity. |
Critical |
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The two types of costs involved in project crashing are _ _ _ _ _ and _ _ _ _ _ costs. |
Direct , Indirect |
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To find initial feasible solution of a transportation problem the method which starts allocation from the lowest cost is called _ _ _ _ _ method |
Least cost |
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In a transportation problem the method of penalties is called _ _ _ _ _ method |
Vogel's approximation |
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When the total of allocation of a transportation problem match with supply and demand values the solution is called _ _ _ _ _ solution |
Feasible |
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When the allocation of a transportation problems satisfy the condition (m+n-1) the solution is called _ _ _ _ _ solution |
Non degenerate |
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When there is a degeneracy in transportation problem we added an imaginary allocation called _ _ _ _ _ in the solution |
Epsilon |
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If the number of rows and column in an assignment problem are not equal then it is called _ _ _ _ _ problem |
Unbalanced |
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In project crashing, rent and overheads are treated as _____ costs |
Indirect |
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In project crashing, the costs associated with actual activities (e.g. manpower, materials, machinery etc.) are called _____ costs. |
Direct |
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In project crashing, as we systematically crash the project, direct cost of project _____ and indirect cost of project _____ |
Increases, Decreases |
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In project crashing, as we systematically crash the project, total project cost initially _____ and after the optimal point, it _____ |
Decreases, increases |
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The shortest possible completion time of an activity in PERT is called _____ time. |
Optimistic |
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The longest possible completion time of an activity in PERT is called _____ time |
Pessimistic |
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In PERT, the time estimate calculated by using formula (a+4m+b/6) is called _____ time |
Expected |
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In PERT, the expected project completion time is also called as ______ project completion time |
Mean |
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Fill in the blanks with '<' or '>' sign as applicable a ___ m ___ b |
e - < , < |
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The participants in a game are called _____ |
Players |
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A game having more than two players is called _____ |
n - person |
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the outcome of the interaction of selected strategies of opponents in a game is called ______ |
Payoff |
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In a game, the alternatives or courses of action available to each player are called _____ |
strategies |
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A situation in a game where, in the payoff matrix, maximin of row is equal to minimax of column is called _____ |
Saddle point |
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Operations Research (OR) were initiated in England during |
World war 2 |
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Today. OR is a dominant _____ tools. |
Decision making |
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In OR. Operation refers to the ______ carried out in an organization. Whereas. the word Research refers to the ______ and testing characterized by the scientific method. |
Activities, process of observation |
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Operations Research (OR) is concerned with using a scientific approach to solve problems for management by ensuring ______ |
Optimum utilisation of resources |
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Operation Research follows an _______ |
Inter - Disciplinary approach |
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Operations Research is an _____ of problem solving and ______ which is used in managing organizations. |
Analytical problem, Decision making |
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In Operations Research, problems are broken down into _______ then solved in defined steps ______ |
basic components, mathematical analysis |
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Quantitative basis for _______ is provided by managers by OR |
Decision making |
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OR involves various _______ to solve the problems. |
Technique |
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Operations Research is an ________ method of problem solving. |
Analytical |
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An operations oriented planning model helps in better _____ different divisions Of a company. |
Co-ordinating |
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OR techniques helps to find an ______ by taking into account all the factor |
Optimum solution |
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OR techniques provide a solution only when all the elements related to aproblem can be ______ |
Quantified |
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A _____ represents the limitations/ restrictions imposed on the values of decision variables in the solution. |
Constraint |
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_____ is a statement that indicates the objective of an organization. |
Resources |
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Since the objective function and constraints are expressed as ______ problem can be solved graphically. |
Linear function |
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There is only major ______ objective in the problem. |
One |
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Linear programming is adaptive and more flexibility to analyse the problems. |
Flexible |
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______ can be used when the number of decision variables are two. |
Graphical method |
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Graphical Method is also known as ______ |
Geometric method |
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______ solution happens when the constraints have contradictory nature. |
Infeasible |
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A solution which has infinity answer is called _______ |
Unbounded solution |
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Infeasible means ______ Whereas, Unbounded mean _______ |
Not possible, infinite solution |
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All points inside the feasible region or on the boundary of the feasible region or at the corner of the feasible region _____ all constraints. |
Satisfy |
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A constraint is called _______ when it does not affect the solution. |
Rebundant |
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_______ optimal solution means a problem has more than one solution which gives the optimal answer. |
Alternate |
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TO find optimal solution to a Linear Programming problem there are ______ methods available. |
Two |
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Finding co-ordinates Of constraint lines to represent constraint lines on the graph. |
Cordinates |
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The feasible region is the region bounded by |
Constraint line |
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The Simplex method is developed by _______ in 1947. |
George.B.Datzing |
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The variables with non-zero positive valUes that make up the basis are called basic variables and the remaining variables are called _______ |
Non - basic variable |
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______ refers to the repetition Of the steps so as to obtain closer approximations to the solution of a problem. |
Iteration |
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Zj row is also known as _______ |
Shadow price level |
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_______ is the element at the intersection Of key row and key column. |
Key elements |
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______ represent an idle or unutilized resource represented by a constraint. |
Slack variables |
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_______ represents an excess amount of resources utilized. |
Surplus variables |
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An artificial variable is a ________ |
Fictitious variables |
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Cj—Zj row is also known as _______ |
Index row and Net evaluation row |
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_______ variables in a simplex table means the which are not in the basis Of that table. |
Non basic |
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The ________ indicates the variable that Will leave the in Order to make room for the inccyning variable. |
Key row |
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The ________ column with the positive index number i.e. the variable which has maximum positive (Cj — Zj) value is called incorning variable for the next table. |
Key column |
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An ________ is a process or set Of rules to be followed in calculations or other problem solving operations. especially by a computer. |
Algorithm |
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The _________ is an algebraic procedure that starts at a feasible extremepoint of simplex. normally the origin, and systematically moves from onefeasible extreme point to another. |
Simplex method |
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The region of feasible solution in LPP graphical method is called _______ |
Feasible solution |
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When it is not possible to find solution in LPP, it is called as case of ________ |
Infeasible solution |
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When the feasible region is such that the value of objective function can extend to infinity, it is called a case of _________ |
Unbounded solution |
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When the constraints are a mix of 'less than' and 'greater than' it is a problem having _________ |
Mixed constraint |
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In case of an ' _______ ' constraint, the feasible region is a straight line. |
Equal to |
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In linear programming, unbounded solution means ________ |
Infinite solution |
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In simplex, a maximization problem is optimal when all Delta J, i.eCj - Zj — values are ________ |
Either zero or negative |
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If in an assignment problem, number of rows is not equal to number of columns then ______ |
Problem is unbalanced |
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The __________ is made on a One to one basis. |
assignment |
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There are _____ types of Assignments Problans |
TWO |
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If the problerm is _________ then the necessary number of dummy row(s)/column(s), are added |
Unbalance |
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For optünaliw, we will cover _______ from rows and columns. |
Maximum zeros |
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After giving _________ we cancel all the remaining zeroes in that columns and rows. |
Assignment |
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After row minirnization next step is _______ |
Column minimization |
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If the problem is not balanced, henceforth to balance it ________ is required. |
Dummy |
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If the problem is not balanced, henceforth to balance it ________ is required. |
Dummy |
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If the number of jobs is equal io the number of operators then the problern is terrned as ________ Assignment Problem. |
Balanced |
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If the number Of jobs is not equal to the number of operators then the Assignment Problem is known as ________ Assignment Problem. |
Unbalanced |
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Maximization Problem, then convert the maximization table into ________or Opportunity Loss Matrix. |
Regret matrix |
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If cost. time. etc is given, then it is ________ |
Minimization problem |
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Whereas, if profit. sales, production, etc is given then it is Maximintion problems. |
Maximization problem |
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For _________ minimization, we will take least value from each row andsubtract it from all values of that row. |
Row |
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For _______ minimization, we will take least value frorn each column and subtract it from all values of that column. |
Column |
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If m + n - I—Number Of allocations in transportation, it means ( where m is number Of rows and n= number of columns) |
There is no degeneracy |
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Which of the following considers difference between two least cost for each row and column while finding initial basic feasible solution in transportation? |
Vogels approximately |
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________ is a problem in which goods are transported from a set of sources to a set of destinations subject to the supply and demand Of the source and destination. |
Transportation |
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Transportation problems whose main objective is to minimize the cost of shipping goods are called ________ |
Minimizing |
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An alternative Objective is to maximize the profit of shipping goods, in Whichcase the problems are called _______ |
Maximizing |
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When a transportation problem is unbalanced. _______ is used to even out demand and supply. |
Dummy variable |
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The value of Dummy is ________ |
zero |
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If the number of occupied cells is less than m+n—l then the solution is known as |
Degenerate solution |
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There are _______ types Of techniques available to find the Initial Basic Feasible Solution. |
Three |
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When demand is not equal to supply. we need to add ________ |
Dummy |
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When demand is equal to supply it is ________ problems. |
Balance |
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When demand is not equal to supply it is _______ problems. |
Unbalance |
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A dummy variable is simply a _______ variable. |
Fictional |
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If the number of occupied cells is equal to m+n—l i.e. number of independent constraint equations, then it is ________ |
Basic Feasible Solution. |
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if the number of occupied cells is less than m+n—l then the solution is known as _______ solution |
degenerate |
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There are two technique to study the network analysis, viz. _______ |
PERT and CPM |
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The technique of PERT was developed by ______ (1958) for the 'Polaris' missile program. |
US. Navy |
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This technique was developed by _______ (1957) |
E l. Du Pont de nemours & co. |
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______ means constructing a network diagram that consists of all activities and events of a project which represents their inter-relationships. |
Network analysis |
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______ is a task scheduled to be completed within a specific/ expected duration Of time. |
An Activity |
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______ is the longest path in terms of project completion time by which the project is completed. |
Critical path |
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________ an activity that must be completed prior to the start Of another activity |
Preceding activity |
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Two or more activities are the start _______ in nature if the end of one activity is the start of another. |
Sequential |
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_______ is an activity that cannot be started till One or more preceding activities are complete |
Succeeding Activity |
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Activities that can be performed simultaneously (at the sarne time) are called ______ |
Concurrent Activity |
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The _______ is the cost directly dependent upon the amount Of resource |
Direct cost |
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_______ is the cost towards the general administrative expenses, licence fee, taxes et |
Indirect cost |
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The ______ is the activity duration under normal circurnstances |
Normal time |
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The direct cost associated with the _______ |
Normal completion time |
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The minimurn possible time in which an activity can be completed, is called _______ |
crash time |
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The total project cost which is the of the activity cost will also depend upon the ________ |
Project completipn time |
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The project cost in general involves _______ types of costs. |
Two |
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The rate at which the Cost increases is called as the _______ |
Crash slope |
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It is assumed that less is the project duration more is the ________ associated with. |
Cost |
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The total completion cost is referred as the _______ |
Crashing cost |
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When this normal period is reduced to some extent to the period called _______ |
Crash cost |
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The ________ assumes that the completion time of an activity in the project is fixed observes a single value. |
Critical path method (CPM) |
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_______ assumes 3 time estimates associated with each activity in the project |
PERT |
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_______ is the expected taken for the completion of an activity. |
Expected time or mean |
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PERT does not make use of ______ |
Dummy activities |
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PERT is restricted to ______ |
Time variables |
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The normal curve divides into ______ parts |
Two equal |
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The probability of normal curve is _______ always. |
50% |
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Optimistic time is the shortest possible time required for the completion of the activity. |
Shortest |
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Pessimistic time is the longest time period expected to complete the activity. |
Longest |
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_______ is the time estimate within which the activity is completed moreoften |
Most likely time |
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When we combine the values of optimistic time, most likely time and pessimistic time in a statistical manner, we can arrive at the _______ of an activity |
expected time |
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The _______ analysis completion time (T) of the activity is a random variablecharacterized by sorne probability distribution. |
PERT |
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_______ is defined as an activity between two or more persons involving activities by each person according to a set Of rules. |
Game |
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_______ is a type of decision theory in which one's own choice Of action is determined after taking into account all possible alternatives |
Game theory |
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The competitors in a also known as _______ , deterrnine the best course of action |
players |
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A _______ represents a competitive situation between two parties and is played with certain pre-determined rules. |
Game |
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A game having two players is known as a _______ |
Two persons game |
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All the possible courses of action that are available to a player are known as ________ |
Strategies |
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The two types of strategies are _______ and _______ |
Pure strategy, |
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A ________ provides a complete definition of how a player will play a game. |
Pure strategy |
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_______ is the one in which the player selects more than one strategy with fixed probabilities before playing the games |
Mixed strategy |
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A ______ occurs when each player selects one of his strategies. |
Play |
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The choice of the strategy is made by both the _______ simultaneously. |
Player |
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Every combination of strategies determines an outcome known as ________ |
Payoff |
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The various alternatives or courses of actions available to each player in a game are called as ______ |
Strategies |
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________ in Operations Research involves the selection Of an appropriate order in which a number of jobs (operations) can be assigned. |
Sequencing problem |
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Sequencing problems help the managers in situations where there is a choice of the _______ which a particular job is to be performed. |
Sequence |
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Sequencing problem can be solved using the _______ basis |
First come first served |
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_______ means the time each requires at each machine. |
Processing time |
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_______ means the order in which the machine are required to complete the job. |
Processing order |
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_______ job can be at a time on a given machine. |
Only one |
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_______ to be used are Of different types. |
Machines |
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Each _______ started On a machine is to be performed up to thecompletion on that maclline. |
Job |
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The time taken by the jobs in moving from One machine to another is very negligible and is taken as equal to _______ |
Zero |
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________ on a machine refers to the time a machine remains idle during the total elapsed time. |
Idle time |
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_______ time is the time interval between starting the first job and completing the last job. |
Total elapsed |