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The Course Syllabus (MAC1114 Syllabus) describes your responsibilities and states the terms and conditions under which you are evaluated in this course. The term “you” as used herein refers to you, Kyla Williams. By marking ‘True’ to the quiz question, you are indicating your acceptance to be bound by the terms and conditions of this Syllabus between you, the instructor, and Broward College (“BC”). If you do not accept the terms and conditions stated in the MAC1114 Syllabus, you should immediately withdraw from the course. It is your responsibility to review the Syllabus periodically. BC and the primary instructor reserves the right to modify the Syllabus on an as-needed basis, with proper notice to you. The Syllabus shall remain effective for this class indefinitely or until terminated by BC or the instructor. I, Kyla Williams, agree to meet my responsibilities as stated under the syllabus.

In the equilibrium shown below, an alkyne is deprotonated by a base to provide an acetylide and the conjugate acid of the base. Which base would react with the alkyne to give the largest Keq for the acid-base reaction? Use the table of pKa values to deduce the strengths of the bases.

Which of the following is equivalent to sin(−θ) cosθ csc(−θ)sec(−θ) for all values of θ for which sin(−θ) cosθ csc(−θ)sec(−θ) is defined?

Select all of the acids that would react with NaOH to form an equilibrium that lies to the right (Keq > 1). None, one or more than one may apply.

Which is not a possible conjugate acid for the compound below?

Determine the Keq for the acid-base equilibrium shown. Write your answer in scientific notation, with one significant figure and with no spaces (e.g., 1×10^-3).

All classes are virtual via Zoom meetings.

If the terminal side of angle θ goes through the point 1010,31010{“version”:”1.1″,”math”:”1010,31010″} on the unit circle, then what is cos(θ)? Give an exact answer in the form of a fraction.

Given a vector w→{“version”:”1.1″,”math”:”w→”} with initial point P (-5,2), and terminal point Q (1,5), write the vector w→{“version”:”1.1″,”math”:”w→”} in terms of i and j

If I answer a question incorrectly on a quiz or the final exam