Each student will receive a different, random set of 8 questions covering lab 5.13. The quiz consists of 8 multiple questions (worth 2 points each) for a total of 16 points. There is no pausing, so you must finish the quiz once you start. You will have 20 minutes to complete the lab quiz, after which the quiz will auto-submit with the questions you have answered in that 20-minute time frame. 

(03.01 LC) What is the quotient (3×3 + 10×2 + 10x + 4) ÷ (x + 2)?

Each student will receive a different and random set of 10 questions covering lab 4.4. The quiz consists of 10 multiple questions (worth 2 points each) for a total of 20 points. There is no pausing, so once you start you must finish the quiz. You will have 20 minutes to complete the lecture quiz, after which the quiz will auto-submit with the questions you have answered in that 20-minute time frame. 

(03.02) Is (x − 2) a factor of f(x) = x3 − 2×2 + 2x + 3? Use either the remainder theorem or the factor theorem to explain your reasoning.

(01.08 MC) Milo and Jax both worked at the coffee shop today. Milo’s total cups of coffee made is represented by f(x); and Jax’s total cups of coffee made is represented by g(x). Use the functions below to write a function that represents the total cups of coffee they made today. f(x) = 8x − 10g(x) = 3x + 5

(02.06 MC) Solve 2×2 + x = 15.

(02.05 LC) Solve x2 + 4x = 1 for x by completing the square.

(03.01 MC) What is the remainder when (2×3 + 4×2 − 32x − 40) ÷ (x − 4)?

(04.03 MC) Find the horizontal asymptote of .

Each student will receive a different, random set of 8 questions covering lab 6.2. The quiz consists of 8 multiple questions (worth 2 points each) for a total of 16 points. There is no pausing, so you must finish the quiz once you start. You will have 20 minutes to complete the lab quiz, after which the quiz will auto-submit with the questions you have answered in that 20-minute time frame.