Lee | D379 | Spring 2024

Category: Course Activities (Page 4 of 5)

News: Test 2

Hello class,

It is important to remind you all that WeBWorK counts for 25% of your overall class grade. That means if you produce zero WeBWorK over the course of the semester, your maximum grade can only go up to a C… and that is with 100% on every test.

Speaking of tests, our second test is going to take place on Monday April 1st. Please bring a TI-84+ calculator, as it is a requirement for the test. You will also not receive a test paper unless you submit your internet-enabled electronic devices (phones, smartwatches, Google glasses,etc. )

I am posting a version of Practice Test 2. Warning: This is not a replacement for test 2. If you need extra questions, you may use Final Exam Review or WeBWorK.

Note: If you find any incorrect answers, do not hesitate to post a response in this thread to alert the rest of the class, or email me.

News: Test 1, February 28, 2024

Hello class,

Speaking of tests, our first test is going to take place on Wednesday, February 28th. Please bring a TI-84+ calculator, as it is a requirement for the test. You will also not receive a test paper unless you submit your internet-enabled electronic devices (phones, smartwatches, Google glasses,etc. ). The test is on virtually every topic from the beginning.

Tip: When in doubt, look up the MAT1375 Final Exam Review. It’s a safe bet that if the question is on here, and we’ve done it in class already, that it will be on the test. That being said, I’ll tell you to expect questions 3, 4, and 13 to be featured on the test.

Review for Unit I. Another good tool is the little review at the end of each chapter in the textbook.

Assume all WeBWorK sections are possible. But the following should be expected:

  • Functions – Piecewise
  • Functions – Operations
  • Functions – Linear Functions
  • Functions – Inverse Functions
  • Functions – Translations
  • Functions – Graphs
  • Functions – Difference Quotient (2 of them – one polynomial is definite and either square root or rational function)
  • Polynomials – Division (remainder theorem will likely be an extra credit question also)
  • Polynomials – Graphs
  • Interval Notation, Domains and Ranges will be asked within other questions

I might throw something else in there, like symmetries.

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