NAME_____________________
Period_____
TH
DUE FRIDAY, NOVEMBER 20
FIVE POINTS OFF EACH DAY LATE.
NO WORK – NO CREDIT, UNLESS MARKED WITH *.
WORK MUST JUSTIFY YOUR ANSWER.
ALGEBRA 2 6.0
CUMULATIVE REVIEW #3
SCORE _____/20
1)
Find the value of k if the given equation
1 
has a solution set of  
2
1
2(4x  k )  (4  2x )
4
1) _______________
2)
Solve S  2ab  2ac  2bc for a.
2) _______________
*3)
Factor: 12x 2  7x  10
3) _______________
4)
Evaluate 3  52  4 5  8  3 . NO CALCULATOR!
5)
Evaluate the following. NO CALCULATOR!
2
4) _______________
a)
 1.2   8.7 
5a) ________________
b)
6.2   4.7 
5b) ________________
6)
Find the solution to the given compound inequality.
Write the solution in interval notation.
4  3x  13 and 6  2x  2
6) _________________
7)
Solve the absolute value inequality. Write the solution
in interval notation. (4 points)
4x  2  x  3
7) ___________________
8)
Use the given graph to answer the following.
*a) Does the graph represent a function? _____
Explain.
*b) What is the definition of a function?
*c) State the domain. Use interval notation.
*8c) ________________
*d) State the range. Use interval notation.
*8d) ________________