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Choosing a Method & Solving a Triangle

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Presentation on theme: "Choosing a Method & Solving a Triangle"— Presentation transcript:

1 Choosing a Method & Solving a Triangle
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2 4th Period Groups of Three
Sean – Anna – Alexis – Luke Turbold – Grace – Chris D Annie – Sara – Avery Jennifer – Claire – Keithan Cal – Lindsay – Josie Ryan – Laine – Madison Austin – Lauren – Amaris Ana – Chris F – Adele Nicolette – Elena – Emmanuel

3 9th Period Groups of Three
Grace – Ethan – Bryce Joe – Stephanie – Alex P Sarrah – Madelyn – Patrick Elizabeth – Adam – Andy Bear – Kiernan – Mike Ashley – Vincent – Conal Max – Lindsay – Claudia Luke – Jack G – Christian Donald – Alex S – Jack M

4 10th Period Groups of Three
Kyle – Kristal – Lauren Lexie – Gretchen – Kaylee Maria – Enaya – Gillian RJ – Elizabeth – Jacob Joey – Tatum – Hannah Lorenzo – Trystan – Chris

5 Choosing a Method *With your group decide what case the triangle represents *Decide whether to use Law of Sines or Cosines *Solve for the indicated side or angle and write it on your whiteboard

6 1. In ∆BAD, mA = 48°, mB = 39°, a = 8. Find SIDE B.

7 1. In ∆BAD, mA = 48°, mB = 39°, a = 8. Find SIDE B.

8 2. In ∆PQR, p = 3, q = 2, and mR = 138°. Find r.

9 2. In ∆PQR, p = 3, q = 2, and mR = 138°. Find r.

10 3. In ∆CAN, mC = 41°, a = 5, and mN = 79°. Find c.

11 3. In ∆CAN, mC = 41°, a = 5, and mN = 79°. Find c.

12 4. In ∆BAT, b = 6, a = 7, and t = 12. Find mT.

13 4. In ∆BAT, b = 6, a = 7, and t = 12. Find mT.

14 5. In ∆GON, if g = 8, o = 3, and n = 12. Find mN.

15 5. In ∆GON, if g = 8, o = 3, and n = 12. Find mN.

16 6. Find the area of triangle ∆ABC, if a = 5, b = 9, and C = 14°.

17 6. Find the area of triangle ∆ABC, if a = 5, b = 9, and C = 14°.

18 7. Find the area of triangle ∆RST, if r = 4.8, t = 3.7, and S = 43°.

19 7. Find the area of triangle ∆RST, if r = 4.8, t = 3.7, and S = 43°.

20 8. Find the area of triangle ∆MAP, if m = 6, a = 8, and p = 11.

21 8. Find the area of triangle ∆MAP, if m = 6, a = 8, and p = 11.

22 9. How many triangles exist? ∆SLY, S = 43°, s = 17, y = 14.

23 9. How many triangles exist? ∆SLY, S = 43°, s = 17, y = 14.

24 10. How many triangles exist? ∆SHY, S = 43°, s = 24, y = 32

25 10. How many triangles exist? ∆SHY, S = 43°, s = 24, y = 32


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