Final Exam Answer Sheet
.pdf
keyboard_arrow_up
School
University of Maryland Global Campus (UMGC) *
*We aren’t endorsed by this school
Course
108
Subject
Mathematics
Date
Jan 9, 2024
Type
Pages
6
Uploaded by DrAlpaca3479
1
MATH 108
Final Exam Answer Sheet
This exam is worth 240 points.
Questions 1 - 20 are each worth 5 points; do not show your work.
Questions 21
–
27 are each worth 20 points; show your work to earn full credit.
Write answers on the
appropriate numbered blank.
For questions 21
–
27 you can insert additional lines or delete lines as
needed.
See rubric for grading details.
Leave answers in exact form unless otherwise directed to approximate the results.
Write all fractions in
lowest form.
Round decimals to hundredths unless otherwise directed to round. Write answers using
positive exponents except when using scientific notation.
Simplify all radicals and rationalize the
denominators.
Applied problems should have the variables identified (Let x =), an equation, and the
units (degree, inches, $, etc.) for full credit.
Do not post the exam in the assignment folder.
Post only your Answer Sheet in the assignment folder.
Questions 1
–
10:
Fill-in-the-blank, do not show work.
Questions 11
–
20: Multiple choice, select the letter of the one alternative that best completes the
statement or answers the question. Check that the answers are all letters (A, B, C, D, or E) and not a
value, do not show work.
1.)
𝐴 = 66.95° , 𝐶 = 53.05°
, c=14.76km
11.)
E
2.)
𝑎
52
= 94
12.)
C
3.)
−
√6
−√2
4
13.)
E
4.)
120/119
14.)
A
5.)
___________________
15.)
C
6.)
𝜋/2
16.)
C
7.)
15.07°
17.)
D
8.)
45
18.)
E
9.)
= 161
19.)
B
10.)
? = −4(? − 1)
2
+ 7
20.)
B
2
SHORT ANSWER.
Show your detailed work.
The following questions are each worth 20 points.
Applied problems that have the variable(s) identified (Let x =) will earn +1 point. Final exam grade cannot
exceed 240 points.
21.) Verify:
22.) answer: __________
Show work and post graph here:
Vertex : (1,7)
Directrix: y=113/16
23.) answer: __________
Show work and post graph here:
3
24.) answer: (19.98, 18.92, 14.52)
Show work here:
Data:
Birthday gifts for mothers form their children under 15 years old are:
Flowers, jewelry, gift cards = total of the average amount spent on these gifts $53.42
The average amount spent on jewelry is $4.40 more than the average amount spent on gift cards.
The average amount spent on flowers and gift cards is $15.58 more than the average amount spent on
jewelry.
What we are looking for:
What is the average amount spent on each type of gift?
Flowers ?
Jewelry ?
Gift cards ?
Let x = flowers, y = jewelry, and z = gift cards
We get:
Flowers, jewelry, gift cards = total of the average amount spent on these gifts $53.42
X+ y + z =53.42
The average amount spent on jewelry is $4.40 more than the average amount spent on gift cards.
Y= z + 4.40
The average amount spent on flowers and gift cards is $15.58 more than the average amount spent on
jewelry.
X + z= y +15.58
Now we have the system:
{
? + ? + ? = 53.42
? = ? + 4.40
? + ? = ? + 15.58
Let
’
s start by reordering the system of equations.
Your preview ends here
Eager to read complete document? Join bartleby learn and gain access to the full version
- Access to all documents
- Unlimited textbook solutions
- 24/7 expert homework help