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Good Morning, Precalculus!

Good Morning, Precalculus!. To prepare for class: 1. Please find your DO NOW sheet and start today's DO NOW!. Do Now:. 1) Check to make sure your calculator is in degree mode [it is if sin(30) = 0.5] 2) Solve the proportion by cross-multiplying and using your calculator:. Do Now:.

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Good Morning, Precalculus!

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  1. Good Morning, Precalculus! To prepare for class: 1. Please find your DO NOW sheet and start today's DO NOW! Do Now: 1) Check to make sure your calculator is in degree mode [it is if sin(30) = 0.5] 2) Solve the proportion by cross-multiplying and using your calculator:

  2. Do Now: 1) Check to make sure your calculator is in degree mode [it is if sin(30) = 0.5] 2) Solve the proportion by cross-multiplying and using your calculator:

  3. Upcoming Assignments Due Thursday, 3/14: Half-sheet of practice problems

  4. Today's Objective Unit 10, Objective 1: I will be able to use the Law of Sines and the Law of Cosines to solve for missing sides and angles in triangles. Section 5-6, pgs. 313-318 Section 5-8, pgs.327-332

  5. Today's Agenda: 1. Do Now 2. Today's Objective 3. The Law of Sines 4. The Law of Cosines 5. Practicing with Whiteboards

  6. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 54o xo 114o

  7. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 13 x 12

  8. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 x 3 4

  9. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 HYPOTENUSE 51o x ADJACENT 15 OPPOSITE

  10. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 HYPOTENUSE 51o x 12 ADJACENT OPPOSITE

  11. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 HYPOTENUSE 51o x ADJACENT 15 OPPOSITE

  12. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 HYPOTENUSE xo 25 ADJACENT 16 OPPOSITE

  13. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 HYPOTENUSE xo 26 ADJACENT 10 OPPOSITE

  14. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 xo HYPOTENUSE 18 ADJACENT 24 OPPOSITE

  15. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 16 xo 38o 26 ?

  16. 1) Triangle Angle Sum Theorem 
 (angles add to 180 deg.) 2) Pythagorean Thm. a2 + b2 = c2 3) Sin 4) Cos 5) Tan 6) Sin-1 7) Cos-1 8) Tan-1 x 120o 48o 24 ?

  17. The Law of Sines

  18. Deriving the Law of Sines

  19. The Law of Cosines

  20. 9

  21. Practicing with Whiteboards

  22. Law of Sines? Law of Cosines? Neither? 6 580 15 x

  23. Law of Sines? Law of Cosines? Neither?

  24. Law of Sines? Law of Cosines? Neither? 9 9 x

  25. Law of Sines? Law of Cosines? Neither? 1340

  26. Law of Sines? Law of Cosines? Neither?

  27. Law of Sines? Law of Cosines? Neither?

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