CHM.Q 140 Eligibility Information
Incoming Freshmen: Please refer to your Dashboard. If you see Chemistry Readiness Exam (CRE) as a requirement, we have already determined that you need to take the exam for placement. Frequently asked questions are listed below.
Current and Transfer Students: Please read the flowchart for instructions.
The following majors need to take CHM.Q 140 as part of your program:
- Chemistry
- Biochemistry
- Biology
- Biomedical Sciences
- Clinical Laboratory Sciences
- Environmental Science Sustainability
- Nursing
- Physical Therapy
- Toxicology
NOTE: You do not need to have CHM.Q 140 required for your major to take it; however, you will need to meet one of these requirements:
a. Take high school chemistry AND Algebra 2/Trig and earn:
- Chemistry: 80% or higher on Regents OR 85% or higher in class
- Math: 85% or higher on Regents OR 90% or higher in class
NOTE: If you believe you meet the high school pre-req., contact the Academic Advisement Center for verification.
b. Take an AP Chemistry course and earn a score of 3 on the exam
- A score of 4 or 5 places you out of CHM.Q 140
c. Take a college-level preparatory General Chemistry course and earn a C- or higher
- CHM 139 at Nazareth University
- at another college
d. Take the CHM.Q 140 Readiness Exam and earn a 70% or higher
- this exam will help to place you into the course most appropriate for your current level of chemistry understanding: CHM.Q 140 or CHM 139
- more detailed information below
e. Take ALEKS online course (details below) and pass with 95% mastery
NOTE: Many schedules for academic majors are tight and the sequencing of courses is important. For these programs, it is in your best interest to meet one of the above pre-requisites (a-e) prior to your first semester at Nazareth College to take CHM.Q 140 as scheduled by your program.
Chemistry Readiness Exam (CRE)
The Chemistry Readiness Exam (CRE) is a timed multiple-choice exam composed of 50 questions on the general chemistry, math, and reasoning skills that will be needed for CHM.Q 140. You may only take this placement exam once. It is used to evaluate your chemistry background and preparation for CHM.Q 140 so that you can be placed into the appropriate chemistry course (either CHM 139 or CHM.Q 140). CHM 139: Preparation for General Chemistry is specially designed to prepare students for CHM.Q 140.
To take the CRE exam, you self-enroll in the Moodle site identified as “Chemistry Readiness Exam.” To do this,
- Navigate to Naz Moodle (https://lms.naz.edu/).
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)
- Login by entering your username and password.
- Click on Courses for Students.
- Scroll down until you see Self Enrollable And Guest Courses.
- Click on “Chemistry Readiness Exam”.
- You will be taken to the Moodle site where you will click on the "Enroll Me" button toward the bottom of the page.
- After you are enrolled, you can read all the documents, take the practice exam, and complete the CRE.
Completion of the Online CRE is due at the time of registration.
- Current students: May 13 (for fall) and October 15 (for spring).
- New freshman students: Academic Advisement will monitor completion of CRE and ALEKS and register you for the appropriate course. CRE must be completed by June 8. ALEKS course, if needed, must be completed by July 14 to guarantee a seat in CHM.Q 140.
Q and A
When is the CRE given and its due dates?
The CRE is available year-round on Moodle. Completion of the CRE and/or ALEKS is due at the time of enrollment. Consent of the Chemistry Department is required for enrollment into the course. Students are encouraged to take the CRE as soon as possible to know of course placement. For fall, we recommend taking the exam no later than May 13 and for spring we recommend taking the exam no later than October 15.
What material will be covered on the examination?
The exam will cover material that we expect all students who have had a year of high school chemistry to know, including basic mathematical skills, dimensional analysis (a.k.a. factor-labeling), reaction stoichiometry, and solution stoichiometry. This material should be reviewed prior to the examination. Additionally, there is a practice CRE exam, found on Moodle that we recommend taking prior to the exam. This exam is significantly longer than the actual exam, but will give you a good idea of the various types of questions that will be covered on the exam.
How will scores on the examination be used?
Scores on this examination will not affect grades for CHM.Q 140 (or any other course). Students who score poorly on this examination will be required to take ALEKS or Chemistry CHM 139 in preparation to take CHM.Q 140.
How many questions on the CRE do I need to get correct to pass?
Students need to get a score of 70% on the CRE to place into CHM.Q 140 (35 questions correct). If the score is less than 70%, then you can complete ALEKS with 95% mastery to enroll in CHM.Q 140.
If I don’t score high enough on the CRE to enter into CHM.Q 140, can I take the CRE again so I don’t have to take CHM 139?
No, you cannot take the exam again. However, you can complete ALEKS with 95% mastery and enroll in CHM.Q 140. We also highly encourage you to complete the practice exam, found on Moodle, prior to taking the CRE so that you are prepared for the exam. You can also use additional internet sources in helping you to prepare for the exam.
How can I prepare for the CRE?
Students can study chapters in a general chemistry textbook (high school or college level) that cover the periodic table, stoichiometry, molarity and solution stoichiometry, balancing reactions -- the basic concepts from an introductory high school chemistry class. Additionally, there is a practice CRE exam that we recommend taking. This exam is significantly longer than the actual exam, but will give you a good idea of the various types of questions that will be covered on the exam. Students are encouraged to refresh their chemistry knowledge through the practice exams before taking the actual exam. There is also a wide variety of resources you can access on the internet to help you prepare. You will be allowed to take the CRE only one time.
I took the exam with the hope of getting into CHM.Q 140 next term, but I was not able to enroll in CHM.Q 140. Will I have to take the exam again?
No. If you take the exam now, but are not able to take the course into which you place (CHM.Q 140 or CHM 139) next term, you will not need to take the exam again.
If I think I need CHM 139, the preparatory course for CHM.Q 140, do I need to take the CRE?
No, you do not need to take the CRE in order to take CHM 139. If you are a freshman, and would like to take CHM 139 instead of CHM.Q 140, please let Academic Advisement know.
If I have taken CHM 139, do I need to take the CRE before taking CHM.Q 140?
No, your progress will be based solely on your grade in CHM 139. Students who complete CHM 139 with a grade of C- or higher will be able to enroll in CHM.Q 140. Students completing CHM 139 with a grade of D+ or below must retake CHM 139 earning at least a C- or complete ALEKS before moving on to CHM.Q 140.
ALEKS Review Course
ALEKS (Assessment and LEarning in Knowledge Spaces) is a web-based, artificially intelligent assessment and learning system. ALEKS uses adaptive questioning to quickly and accurately determine exactly what you know and don't know, and then instructs you on the topics you are most ready to learn. As you work through a course, ALEKS periodically reassesses you to ensure that topics learned are also retained. ALEKS also provides the advantages of one-on-one instruction, 24/7, from virtually any web-based computer for a fraction of the cost of a human tutor.
ALEKS will be extremely useful to any student who has taken high school chemistry but needs a review of key concepts before taking CHM.Q 140. For $35, you get access to an 11-week ALEKS license, with which to attain the 95% total mastery that is required for CHM.Q 140 enrollment. On average, students require ~70 hours in the program to achieve this; however, ALEKS provides a total of 11 weeks before the purchased license expires. First year students need to complete ALEKS by July 14 to enroll in CHM.Q 140. If the ALEKS license expires before you complete the course satisfactorily, you must purchase a new license if you choose to complete the ALEKS course.
Please read the ALEKS course instructions prior to registering for the course.
Completion of the ALEKS online course is due at the time of registration.
- Fall registration – August 1 (July 14 for freshmen to guarantee seat)
- Spring registration – January 1
Students who do not meet the 95% total mastery will not be given permission to enroll in CHM.Q 140.
You do not need to complete the ALEKS program if you have received a C- or higher in CHM139 or if you received a passing grade on the CRE.
Current Course Code: ENGCN-XRETL
For $35, you get access to ALEKS for 11 weeks.
ALEKS course