BBA: Management Courses

# First Degree Equations in One Variable MCQ (Multiple Choice Questions) PDF - 34

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The e-Book First Degree Equations in One Variable Multiple Choice Questions and Answers (MCQs), first degree equations in one variable MCQs Quiz PDF download chapter 2-34 to learn online mathematics degree courses. Study Introduction to Applied Mathematics quiz answers PDF, first degree equations in one variable Multiple Choice Questions (MCQ Quiz) for online college degrees. The First Degree Equations in One Variable MCQs App Download: Free educational app for first degree equations in one variable, characteristics of exponential functions, simplex preliminaries, dual simplex method, linear functions in maths test prep for online schools for business administration.

The MCQs Mathematical expression '3y-10 = 22-5y' is an example of: two degree equation, one degree equation, equation and in-equation with "First Degree Equations in One Variable" App Download (iOS & Android) Free for online schools for business management. Practice introduction to applied mathematics questions and answers, Google eBook to download free sample for online bachelor degree programs in business administration.

## First Degree Equations in One Variable MCQ Questions : Quiz 34

MCQ 166: The mathematical expression '3y-10 = 22-5y' is an example of

A) one degree equation
B) two degree equation
C) equation
D) in-equation

MCQ 167: The algebraic property for the positive numbers 3 and 2 is 3²² have solved form

A) 46
B) 64
C) 26
D) 6²

MCQ 168: According to marginal rates of substitution, the increase in the ijth-basic variable is indicated by

A) positive value
B) negative value
C) same value
D) opposite value

MCQ 169: The statement which provides essential information about the solution of primal is classified as

A) dual
B) single
C) solution statement
D) optional statement

MCQ 170: In calculating total cost, the selling price for all units is

A) lower for increasing units
B) same for all units
C) more for increasing units
D) none of above

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