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Unit Circle Application - Trignometry - Practice Problems, Study notes of Trigonometry

It is the Practice Problems of Trignometry which includes Problems of Statements, Relating Sides and Angles, Single Period Graph, Sum and Difference in Identities, Trignometric Function Values etc. Key important points are: Unit Circle Application, Circles and Triangles, Graphical Problems, Radians, Sector

Typology: Study notes

2012/2013

Uploaded on 02/06/2013

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Download Unit Circle Application - Trignometry - Practice Problems and more Study notes Trigonometry in PDF only on Docsity! 1/6 Trigonometry Chapter LA Name Worksheet 1.74 Day 2 Give the exact trigonometric function value in each of the following. DO NOT USE A CALCULATOR—NO DECIMAL ANSWERS. 1. tan 270 2. sin 0 3. cos 90 - ese 180 5. sin 360 6. cot 270 = ss \ a (..9e€ i008] 7. cot 45 8. sin 330 9. sec 210 { as = So Sif 10. cos 0 LL. sec 90 12. sin 135 \ eae eS = eens “Oo. 13, tan 225 14. cot 360 15. sin 270 Sin ae Cos + “er SE a “& = (cnstned] -1 (oO LZ ™I 16. cot 180 Wa 17. cos 180 18. cse 240 \ e106 \ TS % a, (a & 19. ese 270 20. sin 60 21. tan 90 [ sin \ — 22. cot 120 bh tad . sec 0 24. cse 360 ! a Ta dean = \ SG -t-x|-S S wel State the quadrant in which an angle in standard position with measure @ lies under the given conditions. 25. cos? <0 and tan@ <0 26. sin@>0 and sec@ > 0 27. cot@ <0 and sin@ > 0 28. csc? <0 and sec? <0 Use a calculator to find each value. Give your answer to three decimal places. 29. cos 72°30' 30. tan1 10°20" 31. ese 42.784 Use a calculator to find each value of @ , give your answer in decimal degrees. 32. sin@=.425 33 Leos AZ.752) SA sed = 5.1238 os os Z - a a cee (O88 8 = Sag is the measure of an angle in standard position that lies in the given quadrant. Find the remaining five trigonometric ratios. 35. sind? = 3. Quadrant TV 36. tan@ = = Quadrant IIT > escO = sin@ = esc? = cos @ = sec@ = cos @ = sec@ = tan? = cot@ = cot @ = 2/6 5/6 Non-Calculator Part @ is the measure of an angle in standard position that lies in the given quadrant. Find the remaining five trigonometric ratios. 3) : 5. 1. tan@ = =s% Quadrant I\ 2. sec# = = Quadrant II sin@ = ese P= sin@ = esc = cos 8 = sec? = cos @ = coté = tan@ = coté = The terminal side of an angle with measure @ in standard position passes through the given point. Sketch the reference triangle and find the six trigonometric ratios. 3. (4,-4) 4. (-5,-12) sin@ = csc @ = sin@ = cse@ = cos @ = sec@ = cos @ = sec@ = tan 8 = cot? = tan @ = cot? = Suppose that the point (x, y) is in the indicated quadrant. Decide whether the given ratio is positive or negative. a 6.1, 2 7. TIL r x x r State the quadrant in which an angle in standard position with measure @ lies under the given conditions. 8. cos? <0 and cot? >0 9. cos? > 0 and csc? <0 10. tan@ <0 and sin@ > 0 Cc? C+> A_x © x 1B) 4-36 Give the exact trigonometric function value in each of the following. DO NOT USE A CALCULATOR—NO DECIMAL ANSWERS. Ll. tan 45 12. sin 120 14. ese 270 15. sin 90 17. tan 330 18. sin 300 20. esc 240 21. sin 360 13. 16. 19. 9 cos 150 cot 180 nN Ww cos 2 cot 210 6/6
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