Types of Matrices Quiz Questions and Answers 13 PDF Book Download

Types of matrices quiz questions and answers, types of matrices MCQs with answers, business mathematics test prep 13 to learn online business courses. Matrix algebra quiz, types of matrices multiple choice questions (MCQs) to practice mathematics test with answers for online business degree. Learn types of matrices MCQs, dual simplex method, characteristics of exponential functions, functions in mathematics, simplex preliminaries, types of matrices test prep for online certifications.

Practice types of matrices MCQ with multiple choice questions: matrix having same number of columns and rows is classified as, with choices triangle matrix, square matrix, rectangle matrix, and circle matrix for online mathematics degree. Practice matrix algebra questions and answers for problem-solving, merit scholarships assessment test.

Quiz on Types of Matrices Worksheet 13 PDF Book Download

Types of Matrices MCQ

MCQ: Matrix having same number of columns and rows is classified as

  1. triangle matrix
  2. square matrix
  3. rectangle matrix
  4. circle matrix

B

Simplex Preliminaries MCQ

MCQ: Column which has values as (i = 1 to m) are classified as

  1. typical row of elimination
  2. marginal rates of elimination
  3. marginal row of substitution
  4. marginal rates of substitution

D

Functions in Mathematics MCQ

MCQ: Additional revenue gained from selling one more unit of market offering is considered as

  1. additional revenue
  2. marginal revenue
  3. extra revenue
  4. constant revenue

B

Characteristics of Exponential Functions MCQ

MCQ: In exponential function class ƒ(x) = b<sup>x</sup> where b > 1, greater rate of increase in x is dependant on

  1. large magnitude of base a
  2. large magnitude of base y
  3. large magnitude of base b
  4. large magnitude of base x

C

Dual Simplex Method MCQ

MCQ: Dual problem statement is formulated with help of information available in another statement called

  1. primal problem
  2. prime problem
  3. optimal problem
  4. primal constants

A