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Exponential Functions
Quiz 1
Quiz 2
Quiz 3
Questions
right first
attempt
right
wrong
MathQuiz 4.2
University of Sydney
School of Mathematics
and Statistics
© Copyright 2004
Exponentials - Quiz 2
Question
Question 1
Which of the following is the value of
correct to 3 decimal places?
a)
0.405 .
b)
4.077 .
c)
4.482 .
d)
10.043 .
Not correct. Choice
(a)
is
false
.
Try again, this is
Not correct. Choice
(b)
is
false
.
Try again, this is
Your answer is correct.
Not correct. Choice
(d)
is
false
.
Try again, this is
Question 2
Which of the following is the value of
correct to 3 decimal places?
a)
-4.482 .
b)
0.223 .
c)
0.552 .
d)
None of the above,
is not defined for negative numbers.
Not correct. Choice
(a)
is
false
.
Try again, this is
Remember
is positive for all values of
Your answer is correct.
Not correct. Choice
(c)
is
false
.
Try again, this is
Not correct. Choice
(d)
is
false
.
Try again, there is a correct answer. The natural logarithm is not defined for negative numbers but the exponential function is.
Question 3
Which of the following is the value of
correct to 3 decimal places?
a)
37.167 .
b)
7.079 .
c)
27.167 .
d)
3289.899 .
Not correct. Choice
(a)
is
false
.
Try again, only the
is multiplied by 3 .
Not correct. Choice
(b)
is
false
.
Try again, you have found
Your answer is correct.
Not correct. Choice
(d)
is
false
.
Try again, you have calculated
Question 4
Which of the following solves
for
correct to 3 decimal places?
a)
b)
c)
d)
Your answer is correct.
To solve this equation we take the natural log of both sides and
Hence
correct to 3 decimal places.
Not correct. Choice
(b)
is
false
.
Try again, when solving find
then divide by 2 .
Not correct. Choice
(c)
is
false
.
Try again, you seem to have gained a negative sign.
Not correct. Choice
(d)
is
false
.
Try again, you must take the natural log of both sides to solve this, not divide by
Question 5
Which of the following solves
for
correct to 3 decimal places?
a)
b)
c)
d)
Not correct. Choice
(a)
is
false
.
Try again, you must take the 2 away from
not from 8 .
Your answer is correct.
To solve this equation we take the natural log of both sides and get
=
=
=
Hence
correct to 3 decimal places.
Not correct. Choice
(c)
is
false
.
Try again, you must take the natural log of both sides before rearranging the equation, do not divide by
.
Not correct. Choice
(d)
is
false
.
Try again, check your signs when solving the equation.