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Exponential and Logarithmic Functions MCQ App Download | Business Mathematics MCQ PDF e-Book

Business Mathematics MCQs: Chapter 1

Exponential and Logarithmic Functions Multiple Choice Questions (MCQ) PDF Download | 2

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The Exponential and Logarithmic Functions Multiple Choice Questions (MCQ Quiz) with Answers PDF (Exponential and Logarithmic Functions MCQ PDF e-Book) download Ch. 1-2 to learn Business Mathematics Course. Solve Characteristics of Exponential Functions Multiple Choice Questions (MCQs), Exponential and Logarithmic Functions quiz with answers PDF for bachelors in business online. The Exponential and Logarithmic Functions MCQ App Download: Free Business Mathematics App to learn applied math: exponential function career test for colleges that offer business administration.

The MCQs: The way of expression of logarithms is classified as "Exponential and Logarithmic Functions" App (Android, iOS) with answers: y = log(x), x = log(y), y = 10log(x), and x = log(xy) for bachelors in business online. Practice Annuities & Present Value Quiz Questions, download Apple e-Book (Free Sample) for online bachelor's degree in business.

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Exponential & Logarithmic Functions MCQs with Answers PDF Download: Quiz 2

MCQ: 6

The way of expression of logarithms is classified as

  1. x = log(y)
  2. y = log(x)
  3. y = 10log(x)
  4. x = log(xy)
MCQ: 7

In the exponential function class ƒ(x) = bx where b > 1, the greater rate of increase in x is dependent 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
MCQ: 8

The log of 8000 as ln8000 is

  1. 8.9872
  2. 9.9872
  3. 7.9872
  4. 6.7892
MCQ: 9

In the exponential function class ƒ(x) = bx where b > 1, the function between x and y is classified as

  1. y is decreasing function of x
  2. x is decreasing function of y
  3. x is increasing function of y
  4. y is increasing function of x
MCQ: 10

The formula of doubling time of exponential growth is

  1. t = ln2⁄k
  2. ln2 = t⁄k
  3. 2k = k⁄ln2
  4. ln2t = k⁄2t

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Exponential & Logarithmic Functions Apps (Android & iOS)

Exponential & Logarithmic Functions App

Business Mathematics Apps (Android & iOS)

Business Mathematics App

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