BBA: Management Courses

# Three Dimensional Coordinate Systems MCQ (Multiple Choice Questions) PDF - 78

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The e-Book Three Dimensional Coordinate Systems Multiple Choice Questions and Answers (MCQs), three dimensional coordinate systems MCQs Quiz PDF download chapter 3-78 to learn online mathematics degree courses. Study Linear Equations quiz answers PDF, three dimensional coordinate systems Multiple Choice Questions (MCQ Quiz) for online college degrees. The Three Dimensional Coordinate Systems MCQs App Download: Free educational app for three dimensional coordinate systems, quadratic functions characteristics, linear functions in maths, cash flow analysis, dual simplex method test prep for online bachelor's degree in business management.

The MCQs In graphically representation of the equation, the number of dimensions is determined by: number of quadrants, number of variables, number of octants and number of axes with "Three Dimensional Coordinate Systems" App Download (iOS & Android) Free for online business degree programs. Practice linear equations questions and answers, Google eBook to download free sample for online BBA degree.

## Three Dimensional Coordinate Systems MCQ Questions : Quiz 78

MCQ 386: In graphically representation of the equation, the number of dimensions is determined by

A) number of variables
C) number of octants
D) number of axes

MCQ 387: The 'concave up' parabola point where it bottoms out is considered as

A) left vertex
B) convex vertex
C) vertex of parabola
D) concave vertex

MCQ 388: The total revenue \$35,000 USD and the price of each output unit sold \$70 USD then the number of units sold is

A) 0.002 pre unit cost
B) 500 units
C) 2450000 units
D) 5000 units

MCQ 389: The present value of cash inflows is \$70,000 USD and present value of cash outflows is \$85,000 USD then net present value is

A) −\$155000
B) \$15,000
C) −\$15000
D) \$155,000

MCQ 390: The problem statement which is formulated with the help of information available in primal problem is considered as

A) dual variables
B) single problems
C) double problems
D) dual problems

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