Intro to Calculus (Period 5) Assignments
- Instructor
- Anett Mitchell
- Term
- 2012-13 School Year
- Department
- Math
- Location
- Rm 314
Files
Upcoming Assignments
No upcoming assignments.
Past Assignments
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Assignment
Finish Derivatives Handout #5.
Remember to bring a notecard for tomorrow's quiz.
Remember to bring a notecard for tomorrow's quiz.
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Finish Derivatives Handout #4 (Chain Rule)
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Finish Derivatives Handout #3 (Product/Quotient Rules)
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Finish "Derivatives B" practice problems.
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Bring a notecard to the final exam. The notecard may be 3x5 or 4x6 and you may write on the back and the front, including formulas and/or hints. (points = 5) Good luck everyone!!!
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HW 11.3: pg 1027 #43-49 (odd) + pg 1034 #3-33 (x3)
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HW 11.1: pg. 1013 #3-36 (multiples of 3)
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Vectors Mixed Review (handout from Thursday, 5/2)
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HW 6.7 (pg. 700, #1-31 odd)
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CW 6.7 (9 practice problems)
Copy the problems onto a separate sheet of paper. Show all work!
Find v • w and v • v.
1. v = 3i + 3j, w = i + 4j
2. v = 7i – 2j, w = -3i – j
3. v = -8i – 3j, w = -10i – 5j
Find the angle between v and w.
4. v = -2i + 5j, w = 3i + 6j
5. v = i + 2j, w = 4i – 3j
6. v = 3j, w = 4i + 5j
Determine whether v and w are orthogonal.
7. v = 8i – 4j, w = -6i – 12j
8. v = 5i – 5j, w = i – j
9. v = 5i, w = -6j
Copy the problems onto a separate sheet of paper. Show all work!
Find v • w and v • v.
1. v = 3i + 3j, w = i + 4j
2. v = 7i – 2j, w = -3i – j
3. v = -8i – 3j, w = -10i – 5j
Find the angle between v and w.
4. v = -2i + 5j, w = 3i + 6j
5. v = i + 2j, w = 4i – 3j
6. v = 3j, w = 4i + 5j
Determine whether v and w are orthogonal.
7. v = 8i – 4j, w = -6i – 12j
8. v = 5i – 5j, w = i – j
9. v = 5i, w = -6j
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HW 6.6B: pg. 690-691 #21-51 odd
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HW 6.6A: pg. 690 #1-19 odd
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HW 6.5B: pg. 678 #39-57 odd
For #43 and #51, first convert both numbers to polar form, then multiply or divide.
For #43 and #51, first convert both numbers to polar form, then multiply or divide.
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HW 6.5: pg. 678, #1-35 odd
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HW 6.4: pg. 666, #1-6 all, + #13-33 odd (do not test for symmetry/ just graph)
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HW 6.3: pg. 655 #1-25 odd, 33-47 odd, 49-69 odd
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6.1/6.2 - Area of Oblique Triangles
Directions:Find the area of the triangle having the given measurements. Round to the nearest square unit.
A = 22°, b = 20 feet, c = 50 feet
B = 125°, a = 8 yards, c = 5 yards
C = 102°, a = 16 meters, b = 20 meters
a = 5 feet, b = 5 feet, c = 4 feet
a = 16 meters, b = 10 meters, c = 8 meters
a = 13 yards, b = 9 yards, c = 5 yards
Directions:Find the area of the triangle having the given measurements. Round to the nearest square unit.
A = 22°, b = 20 feet, c = 50 feet
B = 125°, a = 8 yards, c = 5 yards
C = 102°, a = 16 meters, b = 20 meters
a = 5 feet, b = 5 feet, c = 4 feet
a = 16 meters, b = 10 meters, c = 8 meters
a = 13 yards, b = 9 yards, c = 5 yards
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6.2 Practice Problems
Use the Law of Cosines and Law of Sines to solve each triangle:
1. a = 10, b = 3, C = 15°
2. b = 4, c = 1, A = 100°
3. a = 4, c = 7, B = 55°
4. a = 4, b = 6, c = 9
5. a = 4, b = 7, c = 6
6. a = 66, b = 25, c = 45
Use the Law of Cosines and Law of Sines to solve each triangle:
1. a = 10, b = 3, C = 15°
2. b = 4, c = 1, A = 100°
3. a = 4, c = 7, B = 55°
4. a = 4, b = 6, c = 9
5. a = 4, b = 7, c = 6
6. a = 66, b = 25, c = 45
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6.1B Practice Problems:
Use the Law of Sines to solve each triangle.
Copy the problems on a separate sheet of paper. Show all work. In an ambiguous case, give both possible solutions or state if there is no solution.
1. Given: A = 130°, b = 9, a = 12
Find B, C, c
2. Given: A = 60°, a = 22, b = 25
Find B, C, c
3. Given: A = 75°, a = 10, b = 6
Find B, C, c
4. Given: A = 65°, a= 6, b = 8
Find B, C, c
5. Given: A = 70°, a = 11, b = 6
Find B, C, c
Use the Law of Sines to solve each triangle.
Copy the problems on a separate sheet of paper. Show all work. In an ambiguous case, give both possible solutions or state if there is no solution.
1. Given: A = 130°, b = 9, a = 12
Find B, C, c
2. Given: A = 60°, a = 22, b = 25
Find B, C, c
3. Given: A = 75°, a = 10, b = 6
Find B, C, c
4. Given: A = 65°, a= 6, b = 8
Find B, C, c
5. Given: A = 70°, a = 11, b = 6
Find B, C, c
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Finish 6.1A Law of Sines practice problems
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6.1A Practice Problems:
Copy the 6 problems on a separate sheet of paper. Use the Law of Sines to solve each triangle. Be sure to show all work.
1. Given: A = 30°, B = 100°, a = 10
Find C, b, c
2. Given: B = 120°, a = 12, C = 55°
Find A, b, c
3. Given: C = 50°, B = 50°, b = 5
Find A, a, c
4. Given: A = 91°, C = 20°, c = 7
Find B, a, b
5. Given: A = 45°, B= 65°, c = 25
Find C, a, b
6. Given: B = 70°, a = 11, C = 40°
Find A, b, c
Copy the 6 problems on a separate sheet of paper. Use the Law of Sines to solve each triangle. Be sure to show all work.
1. Given: A = 30°, B = 100°, a = 10
Find C, b, c
2. Given: B = 120°, a = 12, C = 55°
Find A, b, c
3. Given: C = 50°, B = 50°, b = 5
Find A, a, c
4. Given: A = 91°, C = 20°, c = 7
Find B, a, b
5. Given: A = 45°, B= 65°, c = 25
Find C, a, b
6. Given: B = 70°, a = 11, C = 40°
Find A, b, c
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Finish the Chapter 5 Review Practice Problems. We will go over the problems together in class on Monday. Remember that the Chapter 5 test is scheduled for Tuesday, 3/26!
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HW 5.5B: pg. 619 #63-79 odd (skip 71 and 73)
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HW 5.5A: pg. 619 #11-31 odd + #39-59 eoo
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HW 5.4: pg. 605 #1-35 odd
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"Simplifying Trigonometric Identities" worksheet; 2 bonus points if you color the picture! :)
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HW 5.2: pg. 587 #13-45 odd + 57, 59
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Complete "Is it a Trig Identity" worksheet.
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Ch. 4 Review Practice Problems Handout
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HW 4.8: pg. 557, #1-11, 29-35, 41-49 (odds only)
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Trig graphs quiz due Tuesday, 2/5/2013
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HW 4.7: pg. 547, #1-29 odd
+ study for the trig graphs quiz (sections 4.5 and 4.6)
+ study for the trig graphs quiz (sections 4.5 and 4.6)
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HW 4.6, pg. 531 #5-11 odd + 17-31 odd
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HW 4.5: pg. 518, #1-57 eoo
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HW 4.4: pg. 499, #1-77 eoo
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HW 4.3: pg. 484-485, #9-41 odd (Use SOH-CAH-TOA for #29-33.)
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HW 4.2B: pg. 473, #25-37 odd
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HW 4.2A: pg. 472, #1-23 odd
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HW 4.1: pg. 458, #1-73 eoo
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HW 3.5: pg. 433, #1-15 odd + #31, #33
Bring "log sudoku"
Bring "log sudoku"
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HW 3.4B: pg. 419, #49-89 odd
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HW 3.4A: pg. 418, #1-47 odd
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HW 3.3: pg. 407, #1-77 eoo
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HW 3.2: pg. 397, #1-45 eoo, #79-99 eoo
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HW 3.1: pg. 384-385, #3-54 (multiples of 3)
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Chapter 2 Review Handout
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HW 2.7: pg. 354, #3-54 (multiples of 3; skip 33 and 36)
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HW 2.6A: pg. 342, #1-28 (all)
HW 2.6B: pg. 342, #29-47 odd, 71-77 odd (part a only)
HW 2.6B: pg. 342, #29-47 odd, 71-77 odd (part a only)
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HW 2.5: pg. 322, #3-27 (multiples of 3)
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Finish: Writing Polynomials Practice Problems (assignment given in class)
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Finish the practice problems started in class on 10/10/2012.
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HW 2.4: pg. 310, #1-45 (eoo)
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HW 2.3: pg. 297, #1-29 odd
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HW 2.2: pg. 284, #9-31 odd (skip #23)
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HW 2.1 pg. 271, #3-48 (multiples of 3)
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HW 1.9: pg. 239 #1-59 eoo (For #41-48, do not graph or find domain/range)
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HW 1.8: pg. 231, #3-36 multiples of 3
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HW 1.5: pg. 191, #1-29 odd
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HW 1.4: pg. 179, #1-69 (eoo)
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pg. 163-164, #3-42 (multiples of 3)
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pg. 149-151, #3-36 (multiples of 3), #57-89 (every other odd)
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Bring textbook + markers and/or colored pencils