Trigonometry Worksheet T2 – Sine, Cosine & Tangent Values Give the value of each of the following: 1. sin 25o 10. sin 27o 2. cos 53o 11. cos 12o 3. tan 34o 12. tan 89o 4. sin 22o 13. sin 32o 5. cos 75o 14. cos 36o 6. tan 83o 15. tan 42o 7. sin 57o 16. sin 55o 8. cos 89o 17. cos 38o 9. tan 44o 18. tan 51o
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Preview and Download !28 More Triangle Trigonometry Concepts: Trigonometry for Acute and Obtuse Angles { The Law of Cosines { The Law of Sines Applications (Section 8.4) 1. Solve each triangle. (a) Triangle ABC when a = 4;B = 59:2 , and C = 90 . (b) Triangle ABC when c = 10:3;a = 4:5, and C = 90 . (c) Triangle ABC when A = 37 , B = 18:6 , and a = 3. 2. Solve the ...
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Preview and Download !©5 n2K001 q2j RKZuzt ta Y DSJo sfdt 2w3aWr1ef YLzLECu.7 u 5A vlklw crbi gXhKtXsB grnezsfedrWvde5dM.z v GMmaYdte 2 OwuiAt0h q vI5nAf 2i4nCiFt2e m PAhlQgBeub hrOaz 62 e.e Worksheet by Kuta Software LLC
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Preview and Download !19 Introduction to Trigonometry Worksheet Concepts: The Trigonometric Functions { The De nitions of sin, cos, and tan Based on the Unit Circle { Evaluating the Basic Trigonometric Functions at Special Angles { The Sign of a Trigonometric Function The ˇ 4 ˇ 4 ˇ 2 or the 45 45 90 Triangle The ˇ 6 ˇ 3 ˇ 2 or the 30 60 90 Triangle
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Preview and Download !Kuta Software - Infinite Algebra 1 Name___________________________________. Using Trigonometry to Find Angle Measures Date________________ Period____. Find each angle measure to the nearest degree. 1) tan A = 2.0503 2) cos Z = 0.1219 3) tan Y = 0.6494 4) sin U = 0.8746 5) cos V = 0.6820 6) sin C = 0.2756.
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Preview and Download !Worksheet 3: Trigonometry 1.Convert 30 to radians. 2.Convert ˇ 2 radians to degrees. 3.Which of the following angles correspond to the same point on the unit circle? ˇ 4; 5ˇ 4; 9ˇ 4; 7ˇ 4 4.What is the angle in the range [ˇ;2ˇ] that is coterminal with the angle ˇ 6? 5.What is the angle in the range [ ˇ;0] that is coterminal with the ...
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Preview and Download !Supplementary Trigonometry Exercise Problems by Professor Yom . Trig Section 1.1: Angles MULTIPLE CHOICE. Classify the angle as acute, right, obtuse, or straight. 1) 1) A) Obtuse B) Straight C) Acute D) Right 2) 2) 3) 3) 4) 4) If possible, find the indicated complement or supplement of the given angle.
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Preview and Download !ID: 1. PMath 10 - Mr. DuncanName___________________________________ Sine, Cosine, and Tangent Practice. Find the value of each trigonometric ratio. Express your answer as a fraction in lowest terms. sin C. sin C. A. 29 21. 50 30. 20. B C. 40 B. 3) cos C. 4) cos C. 39. 36. B 15 A 17 A 15. 8 B. 5) tan A. 6) tan X. 37. 35.
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Preview and Download !15 Trigonometry c a b A CB 5 cm 9 cm 14 cm 6 cm X Y Z. MEP Y9 Practice Book B 149 Solution In this triangle, YZ 2 =XY XZ22+ 14 2 =XY 2 +6 2 196 =XY 2 +36 XY 2 =160 XY = 160 = 12.64911064 cm =12.6 cm (to 1 decimal place) Example 3 Determine whether or not this triangle contains a right angle. Solution
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Preview and Download !28 More Triangle Trigonometry Concepts: Trigonometry for Acute and Obtuse Angles { The Law of Cosines { The Law of Sines Applications (Section 8.4) 1. Solve each triangle. (a) Triangle ABC when a = 4;B = 59:2 , and C = 90 . (b) Triangle ABC when c = 10:3;a = 4:5, and C = 90 . (c) Triangle ABC when A = 37 , B = 18:6 , and a = 3. 2. Solve the ...
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