MAT 110 Palo Verde College College Algebra Midterm Quiz Problems

Needing help with my College Algebra Midterm, the exam must be completed today. Thank you!

MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020)
Name ______________________________ Date ________ Professor Edradan
EXAM INSTRUCTIONS
Please read and follow these instructions.
Course Information: (Class Name,
Number, Class Section Number)
College Algebra (MAT 110 – 05)
Instructor’s Information:
(Instructor’s Name)
Professor Alberto Edradan
Term and Year:
Fall: _2020___ Spring: ________ Summer: _________
Due Date:
October 5, 2020
Exam Instructions:
Time Limit (may not exceed 2 hours)
____1____ Hours
___30_____ Minutes
Book Allowed:
_____*____ Yes
__________ No
Notes Allowed:
_____*____ Yes
__________ No
Calculator Needed:
(Notes any limitation on
programmable calculators)
__________ Yes
_____*____ No
Other Materials Allowed/Required
Specify: See next page for additional instruction(s).
Special Instructions:
Specify: See next page for additional instruction(s).
Note: If you have not submitted your Project 1 yet, please submit it together with this
completed midterm exam.
MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020)
Name ______________________________ Date ________ Professor Edradan
College Algebra, MAT 110 – 05 (Fall 2020)
Please read this page carefully and then sign below to signify that you understand and will
follow all given directions.
x
This exam is equivalent to 100 points. Time Limit = 1.5 hours. You are requested to write
your name on each page.
x
Students are asked to remain in a distraction-reduced environment until their exam has
been submitted. For this reason, please be sure to use the restroom, get a drink, etc.
before starting the exam.
x
For number’s 1 – 20, show complete work in an organized fashion. Full credit will be
given for correct answers with complete supporting work. No partial credit will be given
to any unsupported answer(s).
x
Please use pencil, be sure that all work is readable. No calculators for this exam.
x
Please do not use technology or notes other than what is provided or allowed. All
materials aside from those mentioned above must be put away under your desk and
may not be accessed until your exam has been submitted.
x
Please keep your work as covered as possible so as not to entice your fellow classmates.
x
Please keep your eyes on your own paper so that it does not appear that you are
seeking solutions from your fellow classmates.
x
Have fun with this! You’ve worked hard to get to this point! Be patient and allow
yourself the time to answer each question to the best of your ability!
I want you to be successful in this course. Good luck!
Professor Edradan
I have read and understand the directions above and promise to follow them to the best of my
ability. I understand that if directions are not followed, I may lose points or could earn a zero
on the exam.
Student Signature_______________________________________________
MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020)
Name ______________________________ Date ________ Professor Edradan
SCRAP PAPER
(5 points each). Show your work.
MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020)
Name ______________________________ Date ________ Professor Edradan
1.
Solve the following linear equation.
4 + 9 = 4(
+ 3) − 3
Answer: ____________________
2.
Solve the following linear equation.
0.7 + 11.5 = 3
Answer: ____________________
3.
Solve the following absolute value equation. If needed, write your answer as a fraction
reduced to lowest terms.
⃒7 + 6⃒ + 7 = 4
Answer: ____________________
4.
Solve the following linear equation.
7
( − 2) −
11
Answer: ____________________
53
11
= −5
MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020)
Name ______________________________ Date ________ Professor Edradan
5.
Solve the following quadratic equation by completing the square. If needed, write your
answer as a fraction reduced to lowest terms.
3
− 3 − 90 = 0
Answer: ____________________
6.
Solve the following quadratic-like equation.
( − 8) − 15( − 8) + 54 = 0
Answer: ____________________
7.
Solve the following rational equation and simplify your answer.
= 1 − −3 3
+1
Answer: ____________________
8.
Solve the following radical equation.
√16 −
Answer: ____________________

= 4
MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020)
Name ______________________________ Date ________ Professor Edradan
9.
Find the equation of the line in slope-intercept form that passes through the following
point with the given slope. Simplify your answer.
Point (8, 6); Slope = 12
Answer: ____________________
10.
Find the equation of the line in standard form that passes through the following points.
Eliminate any fractions and simplify your answer.
(−9, −11) and (−2, 7)
Answer: ____________________
11.
Graph the solution set of the following linear inequality:
2 + 4 < −8 MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020) Name ______________________________ Date ________ Professor Edradan 12. Find the standard form of the equation for the circle with the following properties. Center (3, 6) and radius 2 Answer: ____________________ 13. Determine the implied domain of the following function. Express your answer in interval notation. ( ) = √ + 3 + 8 Answer: ____________________ 14. Consider the following function. ( ) = ( − 4) − 4 Find the following: vertex; -intercepts as ordered pair(s); 2 points on the graph of the parabola other than the vertex and -intercepts. MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020) Name ______________________________ Date ________ Professor Edradan 15. Find ( ° )(3) for the following functions. (−6) = 7 and (3) = −6 Answer: ____________________ 16. Consider the following relation. = 3 − 4 Find the following: four points contained in the inverse; domain and range of the inverse (in interval notation). Answer: ____________________ 17. Solve the following polynomial equation by factoring or using the quadratic formula. Identify all solutions. − 13 + 36 = 0 Answer: ____________________ MIDTERM EXAM (MAT 110 – 05͘Ϭϴ, College Algebra – Fall 2020) Name ______________________________ Date ________ Professor Edradan 18. Consider the following polynomial inequality. ( + 5)( − 3) ≤ 0 Find the following: zero; list the interval endpoints; test for each interval. Express your answer in interval notation. Answer: ____________________ 19. Use synthetic division to determine if the given value for is a zero of this polynomial. If not, determine ( ). ( ) = 5 − 20 − 8 + 83 − 42; = 3 Answer: ____________________ 20. Show that − 2 is a FACTOR of Answer: ____________________ ( )= −9 + 26 − 24

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