# 6x2y = z + 7x2y, solve this equations for y

```Honors Advanced Math II/Advanced Math II
This packet will be used to assess your algebra I, algebra II and geometry
skills.
The packet will be due on __________________
All problems should be completed with all work shown on a separate sheet
of paper. No work = No credit. Put only your final answer on the
worksheet.
Keep your work neat and organized.
This material will be on the first assessment.
Questions??? Ask your teacher if you are not sure how to do one of the
topics. Some class time will be available for questions or go after school
for extra help. This is a review packet. You should already know how to do
these worksheets.
Simplify
2.  2 8  13  2 3  6  2 
1. 32  9  6


3
3. 3  2   3  2 2  1  9
2
4.
5. 4 8  62  4  3  2  8  4


 3x 2 y 5
7.  4 8
 2x y



3
2




2  2 
2  2 
2 4
3 2
2 2
5 3
6.  4 8  6 2  4   3  2  8   4
2
3
4
8.  c2 f   cd 
5
 3 
2
2
9.
1
x 0  y0

x 0  y0
1
10. 3ab 3 4ac2  c 4ab 5a 3b2 c
11. 4c2  5  c  11  6c2  17  4c  2 
12. 6m 3 3mn  13m  5n 
13. 5x  3y2x  y
14. x 8 y10 x11y9  x10 y6 
15. 2a2  6
2
16. 6x2y = z + 7x2y,
2
17. V   r h
solve this equations for y.
A. Solve for h
B. Solve for r
18. 10kpq – q = 2kp + 3q,
19. F  G
Mm
r2
solve this equations for q.
solve for M
20. A.
21.
23.
3
4
0.0625
B.
32x 4  3 500x 4
3 5
8a b
22.
24.
3
9
64 x y
7
3
343
5  2 3  3
25. 72
1
2
Solve the equations
26.
2c  3  7  0
27. 2  4 21 6c  6
Solve the inequalities and graph
28. 8  3t  4 3  t 
29. 2 d  4   5  5 d  3
Solve and graph each absolute value
30. 3 x  1  21
31. 3x  7  4  0
32. 6v  12  18
33. 4x  1  5
34. 3m  2  7or2m  1  13
35. 3h  15  0
Solve each system.
7x  y  35
36. y  5x  19
2x  5y  25
38. y  3x  2
5x  7y  14
37.
1
1
x  y  8
3
2
3
5
x  y  4
5
6
10
8
6
4
2
-10
-5
5
10
-2
-4
-6
-8
-10
-12
Honors Classes
39. Space Travel A radioisotope is used as a power source for a satellite.
The power output is given by the equation P  50e
in watts and t is the time in days.
t
250
, where P is the power
a. Find the power available after 100 days.
b. Ten watts of power are required to operate the equipment in the
satellite. How long can the satellite continue to operate.
40. Atmospheric Pressure can be determined by using the equation
P  14.7(11)0.02h , where P is the atmospheric pressure in pounds per
square inch (psi) and h is the altitude above sea level in miles.
A. Find the atmospheric pressure at an altitude of 3 miles above sea level.
B. Find the altitude if the atmospheric pressure is 9.3 psi.
41. Given right triangle ABC. C  90 Find the missing parts of the triangle
A. a = 8 b = 15
A  _____
1A. B  _____
c  _______

B. A 15
a = 10

42. Given triangle ABC. Find the missing parts and the Area.

A. c = 10 A  48 C  63



B  _____
B. b  _______
c  _______
Area  ____
B  _____
A. a  ______
b  ______
B. a = 40
b = 50
A  37

Area  _____
B  ______
B. C  ______

c  ________
C. a = 14 b = 15 c = 18

Area  _____
A  _____
C. B  _____
D. a = 5 b = 7
C  _____
C  40


Area  _____
A  ____
D. B  _____
c  ____

```