MATH XXXXXXXXXXMTWR 10:00 a.m. Lecture XXXXXXXXXXFINAL EXAM XXXXXXXXXXSP 2020
I will only accept the test results back to me in pdf format and one file with all pages covered. You must send your one pdf file
to my canvas account set up for this course. I will NOT check my XXXXXXXXXX for your answers.
Only one pdf file covering all the answers should be send to my canvas as mail. No exceptions!
You MUST show details of your work to get full credit. Box your answers. Work neatly.
Some people have issues submitting the test using their phone. Make sure the file is sent co
ectly.
You are allowed 2.5 hrs. (150 minutes) to complete the test. When you start, you have to finish in one sitting. You cannot work
like an hour, rest and then take another 1.5 hours to complete. When you start, you must finish in one sitting.
See the schedule below for when you get the test and when it is due.
About 15 minutes after the test is due as one pdf file in my canvas account, I will download the file to my hard disk and I do
NOT go back to canvas to check any more files. If you are late, you will get a zero for the final exam score.
I will send the exam using canvas email.
I will only accept the test results back to me in pdf format and one file with all pages covered. If it is late, I will not be seeing it
and you will get a zero!
Use your canvas email to send the test back and attached your pdf file to it. Only one pdf file covering all the answers. It
MUST be sent to my canvas account.
Do NOT use the test sheet I send you to do your answers. Use your own sheets. Show the details. Work neatly and box your
answers.
Write clearly and neatly! You must show all the details for full credit. The steps to get to the answer must be sequential and easy
for me to follow and grade. Show all the details.
It is open book and open notes (only the notes that I that I send you in canvas and your own notes when listening to lectures). No
other help, guide is allowed. No other references or help from others allowed. No group work allowed.
You can use a scientific calculator. No graphing calculator is allowed.
Take into consideration of internet being slow, phone not working, laptop not functioning, etc. Do NOT wait till last minute.
Please work with your counselor if you are a DSS student. I am OK with any a
angement they make. No need to get my
approval.
Course Section
Final exam will be sent
to student in canvas on
Final exam is due back to
me in my canvas inbox on
MATH 41 05 Wednesday 9:00 a.m. Thursday 11:15 a.m.
mailto: XXXXXXXXXX
Final Exam Question:
Read the instructions above first.
(1) The three vertices of the triangle are given as A(6,6), B(0, 10) and C(-8,0).
(a) Draw the triangle
(b) Find the altitude from vertex B to the triangle to side AC
(c) Find the area of the triangle
(2) Find the standard form of the equation of the parabola with Vertex at (-2, -3) and Focus at (-4, -3)
(3) Find the center, Find the vertices (two of them) and also find the foci (two of them) for the ellipse with equation given at
5?2 + 10? + 9?2 − 54? + 41 = 0. Also draw the ellipse. (show details)
(4) Solve for x: log (5x -10) = log (x2 -4) ;; ex – 4 = 21
(5) Condense the expression: log M + 4 log A – 3 log W ;; Expand the ln expression : ln (?(?2 − 1)√?)
(6) Sketch the graph of ?(?) =
?2−3?
?2−?−6
You must show all the steps in details from guideline on page 171 of Section 2.6 of
the book.
(7) Let ?(?) = ?2 + 2? ?(?) = ? − 1 ???? ? о g = ; ; g о f
(8) Let ?(?) = √? + 6 ?(?) = ?2 − 2
???? (? + ?)(−3) = ; ; (? − ?)(?) = ; ; (
?
?
) (2) = ; ; (??)(?) =
(9) A line passes through points (12, 5) and XXXXXXXXXX)
Find the equation of the line, find the slope, find the x-intercept, find the y-intercept, and box each answer.
Finally, sketch the line.
(10) Solve the nonlinear inequality and graph the solution set. 2?2 − 13? > −15