Math Analysis (Period Per. 3) Assignments

Complete Finals Review packet #1-50.  Be ready to turn in.  Memorize the formulas.  Study your notes and do problems similar to notes and review packet.  Good luck studying!  You may check Mr. Mills website for a breakdown of topics on final exam.

Finish final review packet. Keep memorizing your formulas. Tutoring fundraiser is tomorrow from 3-6 PM for $20. This will be a great event.  I am also available for tutoring Wednesday, but not Thursday. 

#1-30 in final review packet (more if possible.)  Memorize

Unit 6: Law of sine and cosine formulas, Heron's Formula, linear and angular velocity

Unit 7: double angle formulas for sine and cosine, half angle for sine and cosine, sum and difference formulas

Unit 8: conics formulas 

Unit 10: polar to rectangular conversions and rectangular to polar conversions, vectors, know parametric equations

Work hard this weekend and next week because you have a good chance to do well if you are prepared.

Study for Unit 8 Test (with 10.7) Thursday.  Do two-page handout #27-93 (multiples of 3), 94.

Finish treasure map/game board project due Tuesday, May 26. 

Parametric equations handout #1-27 odd.

8.4 #1-57 odd, 8.5 #5-12 all.  Vector handout #1, 2, 6, 7 

Continue working on treasure map project due next Tuesday, May 26.  

8.2 #1-47 odds, p. 627 #1-27 odds. Study for 8.1-8.2 quiz on Tuesday. Continue working on project due May 26. 

8.2 #1-37 odds, Chapter Review p.627 #1-27 odds.  Study fro 8.1, 8.2 Quiz Friday.

8.2 #1-37 odds, Chapter Review p.627 #1-27 odds.  Study fro 8.1, 8.2 Quiz Friday.

8.2 1-41 odds, 43-46 all, 47-53 odds, 8-14 all, 22, 24, 30,32, 34.

8.2 #1-41 every other odd, 43-46, 47-53 odds

8.1 #1-61 odd.  Continue working on project.

8.1 #1-61 odd.  Continue working on project.

Work on Treasure Map Project.

Study for conics test Friday. Do #1-6 word problems on worksheet and #5, 25, 28, 29 on first page.  Do #27-48 on review packet. 

10.4 #1-39 odd, 10.2 #47, 48. Study for quiz on 10.1-10.3 on Wednesday.  

The make-up stats quiz/quizzes for any sections you missed will be on Wednesday at 7 AM in Room 511.  There will be no make-ups for the make-up.  

10.2 #1-4, 13, 18, 23, 29, 31, 33,35, 37, 39, 41, 49

10.3 #1-4, 11,13, 19, 21, 29, 33, 35, 37, 49

10.1 1-6,9,19,25,29,31,33,35,36,41,44,46,49,51. Finish both sides of the handout. 

Read the conics handout and know the vocabulary.  Complete #1-8 by graphing and labeling the intercepts, center, asymptotes.  

Finish correlation and regression handouts.  Study for correlation and regression quiz on Friday.  If you missed the normal distribution (3rd Quiz), please take the make-up Friday morning at 7 AM in Room 511.

In correlation handout complete Unit Activity 1 and 2, and Exercises 1 and 2.

In correlation handout complete Unit Activity 1 and 2, and Exercises 1 and 2.

Finish #1,2 from control chart handout.  Study for control chart quiz on Monday. 

Study for control charts quiz Monday. Finish control charts homework packet. 

Finish normal distribution handout with z-scores and study for quiz on Thursday.

Study for measures of center quiz on Friday.

Finish standard deviation handout.

 

FInish the four-page measures of center packet.

Study for Chapter 7 Test Thursday.  Do quiz corrections well because, as you know, the tests normally resemble the quizzes.  Choose 25 problems from the two quizzes and third practice quiz to complete on your own.  Finish the handouts and do homework corrections.  Memorize the formulas - Pythagorean identities, double angles, half-angles, cofunction identities, odd-even functions.  

Mr. Mills has a list of test topics on his website. 

Study for Chapter 7 Test on Thursday.  Do all corrections from the first quiz. Finish the two review assignments and the handouts (do your best on the honors handout, but spend more time doing homework corrections for 7.1-7.5).  Derive and memorize your formulas. 

Study for 7.4, 7.5 on Friday.  Do the homework from the calendar.  In lieu of homework you may pick your own 25 questions from 7.4 and 7.5 to complete as you study for the quiz.  Check even answers from 7.5 below.

2) x = 3pi/2 + (2)(k)(pi) for any integer k

4) x = pi/4 + 2kpi, + 7pi/4 + 2kpi for any integer k

6) X = -pi/4 + kpi for any integer k

8) x = pi/4 + k pi-2 for any integer k

10) x = pi/6 + kpi, 5pi/6 + kpi for any integer k

12) solutions are x= pi/4 + k pi/2 for any integer k.

14) X = PI/4 + 2KPI, 7PI/4 + 2KPI for integer k

16) x = pi/6 + kpi, 5pi/6 + 2kpi for any integer k

18) x = kpi, 3pi/4 + kpi for any

20) x = 7pi/6 + 2kpi, 11pi/6+ 2kpi, pi/w + 2kpi for any integer k

22) x = kpi, pi/6+ kpi, 5pi/6 + kpi for any integer k

24) x = 7pi/6 + 2kpi, 11pi/6 + 2kpi, pi//2 + 2kpi for integer k

26) x = pi/3 + kpi, 2pi/3 + kpi for integer k

28) x = 5pi/18 + 1/3kpi for integer k

30) ????

32) x = 4pi + 6kpi, 5pi + 6kpi for integer k

34) x = 2kpi for integer k

36) x = pi/6 + kpi, pi/4 + kpi, 5pi/6 + kpi for integer k

38) x = 1/2kpi for integer k

40) x = kpi

42) x = pi/3, 2pi/3 in [0,2pi)

44) x = pi/4, 4pi/4, 5pi/4, 7pi/4

46) x = pi/3, 5pi/3, pi in [0,2pi)

48) x = 0, pi/6, 5pi/6, pi, 7pi/ 6, 11pi/6

 

 

58) x = 3pi/4 + kpi (plus graph)

60) so solutions are x= (2k + 1) pi, pi/2 + 2kpi, & intersection points are ( pi + 2kpi -1), ( pi/2 + 2kpi, 0) for any integer k.

62) x= pi/3, 5pi/3 in [0,2pi)

64) x = 0, pi/2, pi, 3pi/2 in [0,2pi)

66) x = 0, pi/2, 3pi/2 in [0,2)

68) x= pi/8 + K (pi/4)

 

7.5 homework from calendar.  Read section 5.3 in your textbook for extra guidance. 

7.3 from calendar.  Study for 7.1-7.3 Quiz on Wednesday

7.1 #1-23 odds,

Review p.571 #1-23 odds.

Chapter 6 Review odds.  Study for Chapter 6 Test Friday!

1. a. 33613.5 rev/hr

         560.2 rev/min

    b. 112 pi rad/ min

2.  2 in pulley 3400 pi rad/ min

      4 in pulley 1700 pi rad/ min

     Saw 850 rev/ min

 

3. 1209.6 pi in/ min

4.  a. 4 2/3 pi ft/ sec

6.5 from calendar

Complete handouts.  Study for Unit 6.1-6.3 Quiz on Friday.  Two out of the ten problems will be on angular/linear velocity. 

Do 6.1 #84. 

Angular speed of pedal sprocket =(40 revolutions/min)(2 pi radians/rev)= 80 pi rev/min

angular speed of wheel sprocket = angular speed of pedal sprocket times two = 160 pi rev/ min

Since the pedal sprocket is twice as big as the wheel sprocket, one full revolution on the small wheel is only half a revolution on the big wheel.  The smaller wheel is moving twice as fast because it's smaller.  However the linear velocity of the pedal sprocket equals the linear velocity of the wheel sprocket because they share the same chain.  

 

Complete handouts.  Study for Unit 6.1-6.3 Quiz on Friday.  Two out of the ten problems will be on angular/linear velocity. 

Study for 6.1-6.3 Quiz on Friday.  Complete handouts.  Study angular and linear velocity, like 6.1 #84. 

When the two wheels are connected in a chain, the linear velocity of the brake sprocket equals the linear velocity of the wheel sprocket.  Remember velocity measures the outside of the circle (circumference) times the number of revolutions over time.

                                   v=wr

                                   w=v/r

                                   w=2(3.14)r (40rpm)/2 in

                                   w=2(3.14)(4 in)(40 rpm)/2 in

                Answer:      w=160 pi revolutions per minute

 

1: 30 ft

2: 30 degrees

3: 53.13 degrees

4: 96.59 ft

5: 2.98 degrees

6: 651.92 ft

7: 65.38 degrees

8: 10.49 ft

9: 5.14 degrees

10: 3.91

11: 21.30 degrees

12: 1427.15 ft

13: b: 36.87 degrees c: 53.13 degrees

14. 125.37 ft

15: 8.58 m

16: a: 37.98 m b: 94.00 m

Study for 1.2, 1.3 Quiz on Friday.  Section 1.4 #1-25 (every other odd), 27, 31-47 (every other odd), 49, 50, 51-91 odd.

Section 1.3 Algebraic Expressions

Packet #1, 5, 9, 15, 17, 21-103 odds, 107, 108

Section 1.2 Exponents and Radicals

Assignments are from packets #9, 11, 15, 16-18 all, 19, 21, 22, 23-87 odd, 95.