Quiz (Exponential and Logarithmic Functions)

(1) True or False? For those which are true if the domain is restricted, give the domain; for those that are false, give the correct equality.

    (a) exponential and logarithmic functions quiz _gr_1.gif]        
    
    (b) exponential and logarithmic functions quiz _gr_2.gif]

    (c) exponential and logarithmic functions quiz _gr_3.gif]    
    
    (d) exponential and logarithmic functions quiz _gr_4.gif]
    
    (e) exponential and logarithmic functions quiz _gr_5.gif]    
    
    (f) exponential and logarithmic functions quiz _gr_6.gif]    
    
(2) (Exponential and Logarithmic Equations) Solve the following equations for real exponential and logarithmic functions quiz _gr_7.gif] and give the number of solutions you find for each one. Also clearly state any extraneous solutions that you find for each one.

    (a) exponential and logarithmic functions quiz _gr_8.gif]        
    
    (b) exponential and logarithmic functions quiz _gr_9.gif]
    
    (c) exponential and logarithmic functions quiz _gr_10.gif]    
    
    (d) exponential and logarithmic functions quiz _gr_11.gif]

(3) (Modeling Population) Based on the estimate that there are 10 billion acres of land of Earth, and that each acre can produce enough food to feed 4 people, some demographers believe that the Earth can support a population of no more than 40 billion people. The population of the Earth reached approximately 5 billion in 1986 and 6 billion in 1999. If the population of the Earth is growing according to the formula exponential and logarithmic functions quiz _gr_12.gif] where exponential and logarithmic functions quiz _gr_13.gif] is the time after the population is exponential and logarithmic functions quiz _gr_14.gif] and exponential and logarithmic functions quiz _gr_15.gif] is the growth rate, when will the population reach the theoretical limit of 40 billion?

Cite this as:
Exponential And Logarithmic Functions Quiz
Published by Library of Math -- Online math organized by subject into topics.
Written by Smith, David A.
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