Alebra Quiz

profiledarell7
module_8_check_your__understanding_quiz.docx

Module 8 Check Your Understanding

Discussion Board Tutorial

· Information

· Attempts

· Attempt #

Final Exam Introduction

Welcome to the Final Exam for MAT 120: College Algebra.

Now that you have successfully completed the assessments and assignments for this course, you are ready to take the online final examination.  The final exam is an essential component of the course and should be completed after all other assignments have been graded and returned to you.  However, the final exam must be completed no later than the course end date.  This section prepares you to complete the final successfully.

This exam cannot be paused and returned to later.  Please ensure that you have allotted uninterrupted time to complete your final exam.

Proctored Exam

The MAT 120 final exam is a proctored exam.

In order to take a proctored Final Exam, students must obtain approval from AAU (see the Allied American University Catalog) for their choice of proctor prior to taking the exam.  The Proctor Request Form takes 48-72 hours to process; therefore, it is important for students to budget their time accordingly so that they have enough time to schedule the exam after the form has been processed, but before the course end date.

See the ARC for more details regarding AAU's proctoring policies.  Read the Proctored Final Exam Instructions, Who Qualifies as a Proctor?, Proctor U, and Important Notes sections carefully.

For further questions, please contact your Program Success Advocate.

The student will have three (3) hours to complete the exam.

What will the final exam look like?

The final is composed of multiple-choice and true-false questions.

Final Exam Instructions

Please follow these instructions to complete the Final Exam and submit it successfully:

1. To begin the Final Exam, click on the Start button.

2. Questions are multiple-choice and true-false.

3. Choose the answer that best corresponds to the question.

4. Review your answers thoroughly before submission.  You can change your answers at any time during this assessment.

5. When you are ready to submit, click the Finish button.

If you have any problems with the Final Exam, please e-mail your professor.  This assessment cannot be paused and returned to later.  Please ensure that you have allotted uninterrupted time to complete this assessment.

Note: You are only allowed one (1) attempt for this assessment.

Please DO NOT begin until you have read the information above.

Password

Invalid proctor code. Please input again.

Password

*

http://student.allied.edu/Images/1x1.gif

Feedback

 

Question

1.

The owner of The Daily Grind coffee shop mixed French roast coffee worth $9.00 per pound with Kenyan coffee worth $7.50 per pound in order to get 10 pound mixture worth $8.40 per pound. How much of each type of coffee was used?

a. 4 lb French roast; 6 lb Kenyan

b. 6 lb French roast; 4 lb Kenyan

c. 3 lb French roast; 7 lb Kenyan

d. 7 lb French roast; 3 lb Kenyan

2.

Solve the system by the substitution method.

4x + 3y = 5 6x + y = -1

a. http://student.allied.edu/uploadedfiles/Images/c5f67fec-5aed-4665-a5fc-1841b1719dad.gif

b. http://student.allied.edu/uploadedfiles/Images/b11fbb46-eb33-4ee3-a4ec-c9b899e7836d.gif

c. http://student.allied.edu/uploadedfiles/Images/72739ba4-5603-48c1-8baf-fc4823e40dd2.gif

d. http://student.allied.edu/uploadedfiles/Images/5dfb4a7c-3f27-417c-94b0-91ce8c9ad7ee.gif

3.

A mail-order garden equipment business shipped 120 packages one day. Customers were charged $3.50 for each standard-delivery package and $7.50 for each express-delivery package. Total shipping charges for the day were $596. How many of each kind of packages were shipped?

a. 76 standard packages; 44 express packages

b. 44 standard packages; 76 express packages

c. 66 standard packages; 54 express packages

d. 54 standard packages; 66 express packages

4.

Solve the system of equations by using the elimination method.

x+y=9 2x-3y=-2

a. (4, 5)

b. (9, 1)

c. (9, 0)

d. (5, 4)

5.

Solve the system using the substitution method.

y = 3x + 2 3x - y = -3

a. (0, 0)

b. (0, 2)

c. (1, 5)

d. no solution

6.

Solve the system of equations by the elimination method.

2x + 5y = –12 7x – 5y = 3

a. (–1, –3)

b. (–1, –2)

c. (0, –2)

d. (0, –3)

7.

Solve the system of equations by using the elimination method.

x + y = 4 x – y = 2

a. (1, 3)

b. (–1, 5)

c. (3, 1)

d. (5, –1)

8.

Adult tickets for a play cost $8 and child tickets cost $6. If there were 20 people at a performance and the theatre collected $152 from ticket sales, how many adults and how many children attended the play?

a. 16 adults and 4 children

b. 4 adults and 16 children

c. 9 adults and 11 children

d. 11 adults and 9 children

9.

Solve the system using the substitution method.

7x - 2y = 5 6x + 5y = 11

a. (2, 1)

b. (1, 2)

c. (-1, 1)

d. (1, 1)

10.

Janet invested $10,000, part at 2% and part at 12%. If the total interest at the end of the year is $600, how much did she invest at 2%?

a. $4,000

b. $7,000

c. $6,000

d. $5,000

http://student.allied.edu/Images/1x1.gif

0

0

0

0

0

0

0

S

tart

Fini

s

h

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0

0