Question
Six trophies out of which 3 are gold and the rest are
silver are to be placed in a line. Find the number of arrangements in which all three gold trophies are not placed together.Solution
Total number of ways of arrangement = 6! = 720 ways
If we consider 3 gold trophies as one item, number of arrangements among themselves = 3! = 6 ways
Number of arrangements of remaining 4 items = 4! = 24 ways
Therefore, required number of ways = 720 – (6 × 24) = 576 ways
Why is it crucial to clearly define the problem in decision-making?
How does brainstorming contribute to identifying possible solutions?
Which of the following is not a disadvantage of group decision making?
An Autocratic leader is likely to use which of the following type of decision making technique?
_________ are concerned with the problems of repetitive nature or routine type matters.
What do we call a course of action purposely chosen from a set of options to achieve organizational or managerial objectives or goals?
Strategic decisions are _______
Which of the following style of decision-making is likely to conflict with bounded rationality theory?
What is the purpose of evaluating the feasibility of possible solutions?
Which of the following is not a group decision making technique?
