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Quiz 5 for MATH 1630 - Internet: Spring 2009, Quizzes of Mathematics

A math quiz for math 1630 - internet class, held in spring 2009. The quiz covers various topics including functions, logarithms, and compound interest. Students are required to show their work to receive full credit. The quiz consists of 12 questions, some of which involve solving equations and calculating logarithms.

Typology: Quizzes

Pre 2010

Uploaded on 08/18/2009

koofers-user-oyd
koofers-user-oyd 🇺🇸

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MATH 1630 Internet Name:
Spring 2009 Quiz 5
You must show all work to receive full credit. This quiz includes material from Sections 4.3, 5.1, 5.2 and 5.3
1. (3 points) Given that
()
3*4
x
fx=, determine
(
)
10f. Express your answer in fractional form with no
decimals.
2. (4 points) If $4800 is invested for x years at 8%, compounded quarterly, the interest earned is
()
4
4800 1.02 4800
x
I=−
. Calculate the amount of interest earned in 7 years.
3. (3 points) Calculate a set of 3 points that are on the graph of
(
)
2
log
f
xx=
4. (4 points) List and label the domain and range of
(
)
3*7
x
fx=
Domain: Range:
5. (4 points) List and label the domain and range of
(
)
2
log
f
xx=
Domain: Range:
pf3
pf4

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MATH 1630 – Internet Name:

Spring 2009 Quiz 5 You must show all work to receive full credit. This quiz includes material from Sections 4.3, 5.1, 5.2 and 5.

  1. (3 points) Given that f (^) ( x (^) ) = 3* 4 x , determine f (^) ( − (^10) ). Express your answer in fractional form with no decimals.
  2. (4 points) If $4800 is invested for x years at 8%, compounded quarterly, the interest earned is I = 4800 1.02 ( )^4^ x − 4800. Calculate the amount of interest earned in 7 years.
  3. (3 points) Calculate a set of 3 points that are on the graph of f^ ( x^ ) =log 2 x
  4. (4 points) List and label the domain and range of^ f^ ( x^ ) =3*7 x

Domain: Range:

  1. (4 points) List and label the domain and range of f^ ( x^ ) =log 2 x Domain: Range:
  1. (3 points) Use properties of logarithms to write the expression as a single logarithm. 4 log y −7 log x
  2. (3 points) Use properties of logarithms to write the expression as the sum or difference of two logarithmicfunctions containing no exponents.

log ( x^8^ y^4 )

Problems 8, 9 and 10, round answers to the nearest hundred-thousandth.

  1. (4 points) Solve the following equation for x algebraically. Round answer to nearest hundred-thousandth. 4.17 x^ =18.
  1. Extra Credit (10 points) pg 323 problem 28 Show all work. Use SIMPLEX Method. This is a long process (that’s why it’s worth 10 points extra credit). The answer to this problem is x = 6, y = 8.4 and f = 282.