Linear Equations: Math Quiz Questions and Answers 87 PDF Download

Linear equations math quiz questions and answers, learn online applied mathematics test prep 87 for distance learning online MBA courses. College and university courses MCQs on linear equations quiz, linear equations math multiple choice questions to practice mathematics quiz with answers. Learn linear equations: math MCQs, career aptitude test on characteristics of exponential functions, quadratic functions characteristics, linear functions in maths, linear equations: math practice test for online math tricks courses distance learning.

Practice linear equations math career test with multiple choice question (MCQs): two variables x and y if involved in linear equation then equation is, for online business degree with options ax+by = c, ab+xy = c, ac+bx = y, ax+bc = y for online college business degree. Practice linear equations questions and answers with problem-solving skills assessment test.

Quiz on Linear Equations: Math Worksheet 87Quiz PDF Download

Linear Equations: Math Quiz

MCQ: Two variables x and y if involved in linear equation then equation is

  1. ax+by = c
  2. ab+xy = c
  3. ac+bx = y
  4. ax+bc = y

A

Linear Functions in Maths Quiz

MCQ: Fixed cost is $30,000 USD and every extra unit sold of that product will increase revenue by $5 USD then cost function is

  1. y = ƒ(5x) = 5(30,000+x)
  2. y = ƒ(x) = (30,000+5)x
  3. y = ƒ(x) = 5x+ 30,000
  4. y = ƒ(x) = 30,000x+ 5

C

Linear Functions in Maths Quiz

MCQ: Asset cost allocated for any given period of time is called

  1. appreciation
  2. depreciation
  3. depreciation profit
  4. appreciation cost

B

Quadratic Functions Characteristics Quiz

MCQ: In quadratic if a will become zero than quadratic function becomes

  1. linear function
  2. composite function
  3. single function
  4. dependent function

A

Characteristics of Exponential Functions Quiz

MCQ: General form of logarithmic function is

  1. ay = ƒ(ax) = loga(yx)
  2. y = ƒ(x) = loga(x)
  3. x = ƒ(y) = loga(y)
  4. xy = ƒ(xy) = loga(xy)

B