Pre-Calculus

Fall Semester

Pre-Calculus Homework Assignments

Chapter 1 HW problems

Chapter 2 HW problems

Chapter 3 HW problems

Chapter 4 HW problems

Chapter 5 HW problems

Algebra II & Trigonometry

Fall Semester
Lesson #1
HW #1
textbook page 15 # 8, 23, 30, 32, 33
textbook page 21  #14, 15
textbook page 29 # 8, 9
textbook page 36  #7, 14, 20, 23
textbook page 368 # 1 – 4, 12, 15, 21-23
HW #5
Study for your exam
practice problems complete the group work assignment from class
 (3b - 2)^2 =
 (y - 1)(y^2 - 2y + 1) =
 (2x + 3)(x^2 + x - 5) =
 (3a + 6)(3a - 3) =
 (x + 7)(3x - 1) =
 (27x^4 - 9x^3) ÷ 3x^3 =
 (27x^4 - 9x^3) ÷ 3x^2 =

Exam # 1

Lesson #6
textbook page 263 # 1, 4, 6, 7, 10, 19
textbook page 264 #43 – 45
textbook page 270 #1 – 4
HW #9
Study for your exam
practice problems write the solution set of each inequality
x^2 + 5x + 6 < 0
x^2 + 5x - 6 > 0
x^2 - x < 6

Exam #2

Lesson #10
textbook page 511 #1 – 6
textbook page 511 # 7, 9, 10, 14, 15
textbook page 517 & 518  # 10, 11, 16, 17
textbook page 518 # 31 – 34
textbook page 518 # 25, 28, 45
Study for your exam
practice problems textbook page 524 & 525 # 1, 4, 11, 17

SKIP - HW #16

Exam #3

Lesson #17
textbook page 266 # 1, 2, 6, 8, 11
textbook page 382 # 1, 4, 7, 8, 9
texbook page 382 # 13, 15, 16
none 
textbook page 382 & 383 # 23, 25, 40
study for your exam
practice problems textbook page 394 & 395 # 15, 16, 21

Exam #4

Lesson #23
textbook page 59 # 12, 13, 16 – 21
textbook page 59 # 22, 23, 25
textbook page 60 # 36 - 39
textbook page 74 # 10 – 12

skip - HW #26
None
HW # 27
None
textbook page 401 & 402 # 31-33, 58 – 61
HW #29
study for your exam
practice problems - textbook page 410 # 1, 4, 5, 6

skip - HW # 30
None

Exam #5

Lesson #31
textbook page 285 # 13, 14, 25
textbook page 293 # 1, 4, 7
textbook page 293 # 31 – 35

Lesson #34
HW #34
solve
y = x^2 + 4x      
2x - y = 1
textbooks page 564 & 565  # 2, 17, 21, 25, 63
HW #36
Study for your exam

Exam #6

Lesson #37
textbook page 278 # 1 - 5, 11, 15

Lesson #37 B
Homework #37 B
evaluate i^30, i^57, i^2775, i^324

Lesson #38
textbook page 278 # 29 – 34
textbook page 278 #35 – 40
textbook page 278 #24 – 28
textbook page 278 # 41, 42
HW #42
Study for your exam
practice problems - find the sum and product of the roots
x^2 + x + 1 = 0
x^2 + 4x + 5 = 0

Exam #7
textbook page 368 #13, 14, 15, 18, 19
textbook page 388 # 30 – 34
HW #45
None
HW #46
solve
x^1/3 = 4  
b^3/2 = 8       
x^-2 = 9
2y^-1 = 12    
5x^1/2 + 7 = 22
HW #47
Study for your exam

Exam #8

Lesson #48
HW #48
none
textbook page 457 #11 - 14, 33 – 35
HW #50
express as a single logarithm
  1/2 ln x - ln y + ln z^3
textbook page 465 #42 – 47
HW #52
Study for your exam

Exam #9
textbook page 608 # 17, 18
textbook page 615 # 48, 49
textbook page 622 #15, 19

Lesson #54
HW #54
Study for your quiz


Spring Semester
Lesson #1 part 1
HW - none - if you didn't finish today's activity, please finish the assignment


Lesson #1 part 2
HW - none - will be given in the next lesson

Lesson #1 part 3
Lesson #1 handout
HW #1
finish the handout (page 2)

Lesson #2
HW #2
textbook page 722 & 723 # 7, 8, 10, 37, 38, 45, 48

Lesson #3
HW #3
textbook page 722 # 1 - 6, page 723 # 29, 36

Lesson #4
Lesson #4 handout
HW #4
A pole perpendicular to the ground is braced by a wire 13 feet long that is fastened to the ground 5 feet from the base of the pole.  The measure the wire makes with the ground is θ.  find secθ, cscθ and cotθ.


Lesson #4 Day 2
HW #4B
None

Lesson #5
Lesson #5 handout
HW #5
complete the handout

Lesson #6
HW #6
find the reference angle of :100, 175, and 290 degrees

find a positive acute angle of: sin 215, cos 95, tan 255
HW #7
1)Find the radian measure of an angle whose measure is: 150, and 180 degrees
2)find the degree measure of an angle whose radian measure is: π/9, and π/10
3)if θ=4.5 and s=9, find r

SKIP - HW #8
find the exact function value of
sin π/4
cos π/2
sin 4π / 3
csc π
HW #9 - none
HW #10
find x in degrees and radians
x = arcsin 1/2
x = arctan 1
x = arccos 1

SKIP - HW #11
HW #12 
Study for your exam

EXAM #1

Lesson #13
HW #13
sketch the graphs of sin and cos from the interval 0 - 2π.  Label your graphs.
textbook page 738 & 739 #13 - 17, 28, 30

HW #15
Skip
HW #16
1)sketch a graph of the tan function 0<θ<360>
2)find in degrees
y = arcsin 1/2   y = arccos 1/2
3)find in radians 
y = arcsin(√3/2) y = sin(arccos 1)

HW #17
Skip
textbook page 780 & 781 #8, 10, 21, 24, 38, 48
textbook page 818 & 819 #21, 25, 60
textbook page 818 #24, 29, 32
textbook pg 818 #23, 26
textbook page 824 #34, 35, 36
HW #23
Study for your exam

EXAM #2

Lesson #24
textbook pg 787 #16, 17, 18, 19
textbook pg 787 #28, 29, 31, 33
HW #26
find θ
4cos^2θ + 4sinθ - 5 = 0
2sin^2θ + 3cosθ - 3 = 0
cos2θ + sin^2θ = 1
sin2θ + 2sinθ = 0

HW #27
Skip
textbook page 810 #1, 2, 3, 4, 5
textbook pg 810 & 811 #7, 8, 9, 10, 11
textbook pg 803 #1-4
textbook pg 804 #11-15
textbook page 807 #1-5
HW #33
Study for your exam

EXAM #3

Lesson #34
textbook pg 664 #1, 2
HW #35
none

HW #36
Skip
textbook pg 695 #1 - 4, 11 – 13
HW #37A
None
HW #38
None

HW #39
Skip
textbook read page 244 & 308 & page 310 the vocabulary tip.
write a few sentences explaining the difference between interpolation and extrapolation. 

HW #41
Skip
HW #42
Complete the group work problems

HW #43
Skip
textbook pg 688 # 1 – 2
textbook pg 689 #16, 17
textbook page 356 #23, 41, 50, 54
HW #47
Study for your exam


EXAM #4


HW #48
Regents Review

Geometry

Fall Semester

Unit 0 review lesson 1
Handout - multi-step equations
HW #A - finish the handout

Unit 0 review lesson 2
Handout - solving proportions
HW #B - finish the handout

Unit 0 review lesson 3
Handout - solving quadratics
HW #C - finish the handout

Unit 0 review lesson 4
Handout - radicals
HW #D - finish the handout

Unit 0 review lesson 5
Handout - coordinate plane
HW #E - finish the handout

Exam Unit 0

Lesson #1
HW #1

Lesson #2
HW #2

Lesson #3
HW #3

Lesson #4
HW #4

Lesson #5
HW #5

Lesson #6
HW #6

Lesson #7
naming angles
classifying angles
angle addition
HW #7 - study for your exam

Exam #1

Lesson #8
HW #8

Lesson #9
HW #9

Lesson #10
HW #10

Lesson #11
HW #11

Lesson #12
HW #12

HW #13 - skip

Lesson #14
HW #14

Lesson #15
Handout #15
HW #15 - study for your exam

Exam #2

SKIP  HW #16

SKIP  HW #17 - none

Lesson #18
HW #18

SKIP HW #19

Lesson #20
HW #20

Lesson #21
HW #21

Lesson #22
HW #22 - study for your exam

Exam #3

Lesson #23
HW #23

Lesson #24
Handout - angle pair relationships
HW #24
textbook page 122 # 1 - 5
HW #24

Lesson #24 Day 2
Handout - angle pair relationships
HW #24B - complete the handout

Lesson #25
HW #25

Lesson #26
HW #26

Lesson #27
HW #27

Lesson #28
Lesson #28 handout
HW #28 - study for your exam

Exam #4

Lesson #29
HW #29

Lesson #30
HW #30  and textbook page 243 # 1, 2, 3
HW #30

Lesson #31
HW #31 - review the seven constructions  constructions 1 - 7

Lesson #32
HW #32 - review the seven constructions constructions 1 - 7

Lesson #33
HW #33 - textbook page 216 # 1 - 4, 12
HW #33

Lesson #34
HW #34 - textbook pages 216 & 217 #5 - 10 and #14 - 16
HW #34

Lesson #35
HW # 35 - study for your exam

Exam #5

Lesson #36
HW # 36

Lesson #37
HW # 37

Lesson #38
HW # 38

Lesson #39
HW # 39

Lesson #40
HW # 40 - study for your exam

Lesson #41
Skip

Exam #6

Lesson #42
Lesson #42 handout
HW # 42 - textbook pages 129 & 130  # 1, 2, 3, 7
HW #42

Lesson #43
HW # 43 - none

Lesson #44
HW # 44

Lesson #45
HW # 45

Lesson #46 day 1
HW - none

Lesson #46 day 2
HW # 46

Lesson #47
Lesson #47 handout
HW # 47 - study for your exam

Exam #7

Spring Semester

SKIP Lesson #48
SKIP HW # 48   

Lesson #49 day 1
HW - none

Lesson #49 day 2
HW - none

Lesson #49 day 3
HW # 49

Lesson #50
HW # 50

Lesson #51
HW # 51

Lesson #52
HW # 52

Lesson #53
HW #53 & start studying for your exam

Lesson #54 - review for exam
HW - study for your exam

Exam #1

Lesson #1
HW #1

Lesson #2
Handout Lesson #2
HW #2

Lesson #3
HW #3

Lesson #4
Handout Lesson #4
HW #4

Lesson #5
HW #5 - textbook page 290 # 1 - 10
HW #5

Lesson #6
Handout Lesson #6
HW #6

Lesson #7
HW #7

Lesson #8
Handout Lesson #8
HW #8

Lesson #9
Handout Lesson #9
HW #9 - study for your exam

Exam #2

Lesson #10
HW #10 - none

Lesson #11
HW #11 - none

Lesson #12
HW #12

Lesson #13
SKIP -  HW #13

Lesson #14
HW #14

Lesson #15
HW #15

Lesson #16
HW #16

SKIP - HW #17

Lesson #18
HW #18 - study for your exam

Exam #3

Lesson #19
HW #19

Lesson #20
HW #20

Lesson #21
HW #21

Lesson #22
HW #22

Lesson #23
Handout Lesson #23
SKIP - HW #23

Lesson #24
Handout Lesson #24
SKIP - HW #24
STUDY FOR YOUR EXAM

Exam #4

Lesson #25
HW #25

Lesson #26
HW #26

Lesson #27
HW #27

Lesson #28
Handout Lesson #28
HW #28

Lesson #29
HW #29

Lesson #30
Handout Lesson #30
HW #30 - study for your exam

Exam #5

Lesson #31
HW #31 - none

Lesson #32
Handout Lesson #32
HW #32 - none

Lesson #33
Regents Review

Regents Review HW assignments

regents reference sheet

formula sheet geometry

geometry regents questions

Integrated Algebra C & D

.
HW #1
1)  Is (-1, 5) a solution of each system? prove it.
x + y = 4
x = -1

2) Is (-1, 5) a solution of each system? prove it.
y = 5
x = y - 6

3)  solve by graphing.  check your solution.
y = x + 2
y = -2x + 2

4) solve by graphing. check your solution.
y = x + 4
y = 4x + 1

5) solve by graphing. check your solution.
3x + 4y = 12
2x + 4y = 8

HW #2
1) Explain how you can tell from a graph the number of solutions a system of equations contain.

2) Important!!! - print out HW#3 and bring to class tomorrow.  HW #3

HW #3
Finish the handout 7-1  HW #3

HW #4
solve and check using the substitution method

y = 4x - 8
y = 2x + 10

y = x - 2
2x + 2y = 4

3x - 6y = 30
y = -6x + 34

HW #5
solve and check using the substitution method

3x + 6y = -6
5x + y = -10

y = 2x
7x - y = 15

HW #6
solve by elimination

2x + 5y = 17
6x - 5y = -9

2x - 3y  = 61
2x + y = -7

20x + 3y = 20
-20x + 5y = 60

HW #7
solve by elimination

3x -10y = -25
4x + 40y = 20

7x + 15y = 32
x - 3y = 20

2x + 4y = 8
5x + y = -7

HW #8
textbook page 399 #1, 2

HW #9
textbook pages 407 - 410 # 1, 13, 34, 36, 50

HW #10
textbook pages 414 - 415 # 1, 2, 8, 11

HW #11
no homework

HW #12
study for your exam

HW #13
textbook page 433  # 1-5, 17, 18, 39, 40

HW #14
textbook page 433 # 9 , 30, 42, 55
textbook page 439 # 7, 11, 19, 21

HW #15
textbook pages 438 - 440 # 1, 13, 20, 28, 29

HW #16
textbook page 443 # 5, 7, 10, 20, 22, 26

HW #17
textbook pages 449 - 450 # 1, 5, 8, 12, 13

HW #18
textbook page 456 # 7, 8, 11, 21, 24

HW #19
no homework

HW #20
textbook pages 479 - 480 # 1, 26, 27, 31, 32

HW #21
no homework

HW #22
textbook page 497 #17, 23, 28, 30, 37

HW #23
textbook pages 501 & 502 # 1, 14, 16, 20, 23

HW #24
textbook page 507 # 13 - 16

HW #25
textbook page 515 # 4, 15
textbook page 531 # 13, 22, 23

HW #26
textbook page 521 # 5, 6, 21, 22

HW #27
textbook page 531 # 1, 6, 24, 26, 32

HW #28
textbook page 539 # 54, 60, 61, 69

HW #29
study for your exam

HW #30
textbook page 553 # 1, 2, 3, 10

HW #31
textbook page 560 # 1, 2, 3

HW #32
textbook page 567 # 10, 12, 13, 14

HW #33
textbook page 574 # 1, 3, 10, 13, 15

HW # 34 - no homework

HW # 35
Handout 10 - 6 # 10, 11, 12

HW # 36
Handout 10 - 7 # 13, 14, 15

HW # 37
study for your exam

HW # 38
textbook page 619 # 3, 4, 10, 12, 14, 23

HW # 39
textbook pages 619-620 # 21, 22, 29, 40, 45

HW # 40
textbook page 625 # 1, 3, 12, 18, 19

HW # 41
textbook page 625 # 22, 24, 28, 29

HW # 42
textbook page 625 # 32, 33

HW #43
textbook page 648 # 1 - 6

HW #44
textbook page 648 # 15 - 17

HW # 45
no homework

HW # 46
study for your exam


HW #1
textbook page 674 # 1, 9, 14, 17, 20

HW#2
textbook page 679 # 11, 24, 29, 30

HW#3
textbook page 689 & 690  # 18, 20, 23, 39

HW#4
none

HW#5
textbook page 695 # 1, 2, 5, 6

HW#6
none

HW#7
none

HW#8
none

HW#9
study for your exam

HW#10
textbook page 313 # 10, 13, 22, 23, 24, 25

HW#11
textbook page 320 # 2, 6, 13, 41

HW#12
textbook page 320 # 7, 9, 23, 32, 37

HW#13 - skip
textbook page 328 # 19, 20, 21, 29

HW#14
none

HW#15
textbook page 333 # 2, 16, 18, 23, 24

HW#16
textbook page 333 # 7, 19, 20, 30

HW#17
textbook page 339 # 1, 5, 22

HW#18
textbook page 346 # 10, 15, 17

HW#19
textbook page 346 # 19, 25, 32, 38, 39

HW#20
none

Algebra - things to remember (formulas)

Regents reference sheet

Algebra regents review questions

integrated algebra regents answers


Extra Credit Projects

A.  Find the greatest common denominator of 1160718174 and 316258250.
Show all of your work how you arrived at this. Hint: Euclidean algorithm

B.  Both questions must be answered correctly to recive the extra credit.  Also, I want to see your work with an explanation.  Not just an answer.  Just submitting the answer will not get you the extra credit, even if you are correct.
1.  you have 200 coins.  they are numbered 1 thru 200.  When you start, they are all on heads.  in the first pass you flip every coin over(now they all should be on tails).  Pass 2 you flip over every other coin (i.e. coin 2, 4, 6, .....etc. are now heads).  Pass 3 you flip every third coin.  You do this for 200 passes and follow the pattern of flipping the coins.  At the end of 200 passes how many coins will be on tails?
2.  You have a 7 x 7 matrix.  the only moves you are allowed to make are going to the right and going down.  you can NOT go diagonally, or up or left or backwards.  How many different ways are there to get from the top left box to the bottom right box?

C.  1.  you are given six equal sticks all of which have the same length and shape.  create four triangles that are equal (congruent) in every aspect.
2.  Draw a regular hexagon.  your goal is to make a cube out of this shape by adding only three extra lines.