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Pre Calculus Final Review. 1. Determine coterminal angles. Find one positive and one negative angle that is coterminal with 214 ⁰. Find one positive and one negative angle that is coterminal with. 1. Determine coterminal angles.
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1. Determine coterminal angles Find one positive and one negative angle that is coterminal with 214⁰ • Find one positive and one negative angle that is coterminalwith
1. Determine coterminal angles Find one positive and one negative angle that is coterminal with 214⁰ • Find one positive and one negative angle that is coterminalwith
2. Find arc length Find the length of the arc given the radius of 12 cm and the central angle is 35⁰ • Find the radius of the circle given an arc length of 33 ft and a central angle of 3.33.
2. Find arc length Find the length of the arc given the radius of 12 cm and the central angle is 35⁰ • Find the radius of the circle given an arc length of 33 ft and a central angle of 3.33.
3. Right Triangle Trigonometry • sin θ = _____ • cos θ = _____ • tan θ = _____ • csc θ = _____ • sec θ = _____ • cot θ = _____
3. Right Triangle Trigonometry • sin θ = _____ • cos θ = _____ • tan θ = _____ • csc θ = _____ • sec θ = _____ • cot θ = _____
4. Evaluate sin, cos, tan, csc, sec, and cot using a calculator
4. Evaluate sin, cos, tan, csc, sec, and cot using a calculator
6. Transformations of sinusoids • Amplitude: • Period: • Phase shift: • Vertical shift: • Frequency:
6. Transformations of sinusoids • Amplitude: • Period: • Phase shift: • Vertical shift: • Frequency:
7. Asymptotes of tan (x), sec (x), csc (x), and cot (x) • Find all asymptotes for: • Find all asymptotes for:
7. Asymptotes of tan (x), sec (x), csc (x), and cot (x) • Find all asymptotes for: • Find all asymptotes for:
8. Inverse trig functions Evaluate:
8. Inverse trig functions Evaluate:
10. Trig equations • [0, 2π)
10. Trig equations • [0, 2π)
11. Law of sines/cosines • Given find side c. • Given find side a.
11. Law of sines/cosines • Given find side c. • Given find side a.
13. Component form of a vector 1. Initial point (5, 11); terminal point (-1, 13) 2.
13. Component form of a vector 1. Initial point (5, 11); terminal point (-1, 13) 2.
15. Resultant vector Find u+ w Find -2w + 5u
15. Resultant vector Find u+ w Find -2w + 5u