BBA: Management Courses

Chapter 5: Business Mathematics Exam Tests

Business Mathematics MCQs - Chapter 5

Linear Programming: An Introduction Quiz Questions and Answers PDF - 3

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The Quiz: Specific combination of decision variables to specify non-negativity and structural constraints is classified as; "Linear Programming An Introduction" App Download iOS & Android (Free) with answers minimal solution candidate, optimal solution candidates, maximum solution candidate and ordinate solution candidate for online business classes. Study introduction to linear programming quiz questions, download Amazon eBook (Free Sample) for online business administration degree.

Linear Programming An Introduction Questions & Answers PDF Download: MCQ Quiz 3

MCQ 11: The specific combination of decision variables to specify non-negativity and structural constraints is classified as

A) optimal solution candidates
B) minimal solution candidate
C) maximum solution candidate
D) ordinate solution candidate

MCQ 12: The shaded area to represent solution set is classified as

A) closed half space
B) open half space
C) positive full space
D) negative full space

MCQ 13: The linear inequalities are graphically represented on the Cartesian plane by a

A) negative full space
B) closed half space
C) open half space
D) positive full space

MCQ 14: The objective function solution set containing points which has no bound over it is considered as

A) multiple point solution
B) single point solution
C) unbounded solution
D) bounded solution

MCQ 15: In profit objective function, all the lines representing same level of profit are classified as

A) iso-objective lines
B) iso-function lines
C) iso-profit lines
D) iso-cost lines

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Linear Programming An Introduction App (Android & iOS)

Linear Programming An Introduction App (Android & iOS)

Business Mathematics App (Android & iOS)

Business Mathematics App (Android & iOS)

Business Statistics App (Android & iOS)

Business Statistics App (Android & iOS)

Financial Markets App (Android & iOS)

Financial Markets App (Android & iOS)