MCQsLlearn App Download MCQsLearn Free App
As an Amazon Associate I earn from qualifying purchases.

Linear Equations: Math Questions and Answers PDF Download eBook - 87

Practice Linear Equations Math trivia questions and answers, linear equations math quiz answers PDF to solve applied math mock test 87 for online degrees. Practice "Linear Equations" trivia questions and answers, linear equations math Multiple Choice Questions (MCQ) to solve mathematics test with answers for online business degree. Free linear equations: math MCQs, quadratic functions characteristics, linear functions in maths, linear equations: math test prep for online schools for business management.

"The two variables x and y if involved in linear equation then the equation is", linear equations math Multiple Choice Questions (MCQ) with choices ab+xy = c, ax+by = c, ac+bx = y, and ax+bc = y for online college courses. Practice linear equations questions and answers with free online certification courses for online business university.

Trivia Quiz on Linear Equations: Math PDF Download eBook

Linear Equations: Math Quiz

MCQ: The two variables x and y if involved in linear equation then the 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: The fixed cost is $30,000 USD and every extra unit sold of that product will increase the 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: The 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 the quadratic if a will become zero than the quadratic function becomes

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

A

Characteristics of Exponential Functions Quiz

MCQ: The 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