This is a sample exam.
The actual exam will be similar in structure.
1. Look through the exam before you begin.
2. The exam consists of 5 problems of varying difficulty. There is an extra
credit problem worth
6 points.
3. Show all work if you expect to receive partial credit.
4. Simplify. Give a decimal answer only after simplification.
5. NO SHARING CALCULATORS . Also keep out of sight all electronic devices except
your calculator.
That means no cell ph ones and no headphones .
6. Turn in scratch paper but make sure your work to be graded is on the exam –
this is your
responsibility.
Midterm Class Grade
C=(2/3)Q+(1/3)M

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Quizzes 
1
Midterm 
Class
Grade 
points 


• 
max 
??? 
?? 
• 
percent 



See me immediately if the point totals above do not agree
with your records.
1. (4 pts each) Simplify the fol lowing rational
expressions . Use a common denominator if neces sary.
Solve r.html">Factor if necessary .
2. (30 pts) (a) Find the slope of the line containing the
two points P(4, 3…) and
Q(0,3). Use riseoverrun to sketch the line. Label this line 1.
(2 pts) slope:
(3 pts) pointslope form:
(2 pts) slope intercept form :
(1 pt) yintercept:
(2 pts) xintercept:
(c) (10 pts) Be sure to fill in the grid and and label the
points and lines.
(b) Use riseoverrun to sketch the line perpendicular to
line 1 and through the point R(3,2). Label
this line 2.
(2 pts) perpendicular slope:
(3 pts) pointslope
form:
(2 pts) slopeintercept
form:
(1 pt) yintercept:
(2 pts) xintercept:
3. (a) (3 pts each) Let f(x)=x^{2}5x+2 and
Find the following. If the result is
undefined, say so. No decimals.
(b) (2 pts each) Write the domain of each function in
interval notation.
4. (a) (2 pts each) Simplify the following, using absolute
values where necessary.
(b) (3 pts each) Use rational exponents to simplify.
As sume all variables nonnegative .
Write your
answers using radical notation , if necessary.
5. (3 pts each) Rationalize the denominators.
6. Extra Credit. (6 pts) Solve
CHECK YOUR SOLUTION .