YOU MUST SHOW ALL WORK—PARTIAL CREDIT WILL BE GIVENNO WORK, NO CREDIT

f(x) = 7″-92-224-24

F

1. Using the following function:

a) Find the Number of Possible Rational Zeros (10 pts)

b) Test 3 of them using f(x) = (10 pts)

c) Find all the factors (20 pts)

d) Find all the Zeros (10 pts)

2. Using the following function:

a) Find the x & y intercepts (10 pts)

b) Any asymptotes of the function (10 pts)

c) A table of points (15 pts)

d) Sketch the graph of the function (15 pts)

$62) =

– 3+1

y +2-12

Part I – 4 points each

1. Evaluate f(x) = 30% if x is 3

1.

2. Solve for x: e3x-5 = e7

=

2.

.

3. Write in Log form: 33 = 27

3.

4. Write using Ln form e = 1

4.

5. Solve for x: Log 8 (3x-10) = Log 8 5

5.

6. Evaluate: Log 12 200

6.

7. Evaluate: ex if x = 3.2

7.

8. Expand: Log 3 (9/ x)

8.

9. Expand: Ln(x) (y) ( z*)

9.

10. Condense: 3 Ln x + 2 Ln (x+1)

10.

Part II:

Solve for x: Log 6(x+2) – Log 6x=Log 6(x+5)

(10 points)

2.

You Invest $ 1,500 @ 2% for 10 years Compounded Continuously. How much is

in your account after 10 years?

(10 points)

3. Sketch graph of f(x) = 34 and g(x)=-34. State the Transformation

(10 points)

4. Solve & Check the following system of equations { 3,-5,-1) (30 points)

2x +y +3z= -2

5x +2y +Oz = 5

Ox +2y +3z=-13

Part I – 3 points each

1. Solve for x: 23/5 = 8

1.

2. Solve fort x: 3x-1 = 1/81

2.

3. Write in Log form: 7-2 = 1/49

3.

4. Solve for x: x-4 = Log 2 1/64

2

4.

5. Write as a single log: 5 Ln x-42Ln y +6 Ln z 5.

6. Solve for N: Log 10 N = 0.6646

6.

7. Solve for x: Log 9 28 = x

7.

8. T/F:

Lnx = Ln(x-y)

8.

Lny

9. Solve for x:

5* = 41

9.

10. Solve for x: Log 2 x + Log 2 (x-3) = 2 10.

2

Part II – 5 points each on separate paper – show all work and tables

1. Sketch graph of f(x)= 2*

2. Sketch graph of g(x)= ex + 1

3/4. If $5000 is invested at 9% find amount after 3 years if:

#3 Compounded Quarterly

&

#4 Continously

YOU MUST SHOW ALL WORK—PARTIAL CREDIT WILL BE GIVEN

NO WORK, NO CREDIT

f(x) = 7″-92-224-24

F

1. Using the following function:

a) Find the Number of Possible Rational Zeros (10 pts)

b) Test 3 of them using f(x) = (10 pts)

c) Find all the factors (20 pts)

d) Find all the Zeros (10 pts)

2. Using the following function:

a) Find the x & y intercepts (10 pts)

b) Any asymptotes of the function (10 pts)

c) A table of points (15 pts)

d) Sketch the graph of the function (15 pts)

$62) =

– 3+1

y +2-12

Part I – 4 points each

1. Evaluate f(x) = 30% if x is 3

1.

2. Solve for x: e3x-5 = e7

=

2.

.

3. Write in Log form: 33 = 27

3.

4. Write using Ln form e = 1

4.

5. Solve for x: Log 8 (3x-10) = Log 8 5

5.

6. Evaluate: Log 12 200

6.

7. Evaluate: ex if x = 3.2

7.

8. Expand: Log 3 (9/ x)

8.

9. Expand: Ln(x) (y) ( z*)

9.

10. Condense: 3 Ln x + 2 Ln (x+1)

10.

Part II:

Solve for x: Log 6(x+2) – Log 6x=Log 6(x+5)

(10 points)

Solve the following system of equations-Show all work & Checks. 32,-1, 1/2]

Points will be based on the following:

1. 1* Variable Solution (20 points)

2. 2nd Variable Solution (10 points)

3. 3rd Variable Solution (10 Points)

= 6

3x + y + 2z=6.

4. Checks (All of them) (10 Points)

x + y + 4z=3

Grade will be doubled to make it out of 100.

2x + 3y +22=2

2.

You Invest $ 1,500 @ 2% for 10 years Compounded Continuously. How much is

in your account after 10 years?

(10 points)

3. Sketch graph of f(x) = 34 and g(x)=-34. State the Transformation

(10 points)

4. Solve & Check the following system of equations { 3,-5,-1) (30 points)

2x +y +3z= -2

5x +2y +Oz = 5

Ox +2y +3z=-13

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