Inequality Problem Functions - Trignometry - Practice Problems, Exercises of Trigonometry

It is the Practice Problems of Trignometry which includes Problems of Statements, Linear Trigs functions, Inequality Problem Functions etc. Key important points are: Inequality Problem Functions, Circles and Triangles, Graphical Problems, Quadrant, Standard Position

Typology: Exercises

2012/2013

Uploaded on 02/06/2013

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Trigonometry Chapter 1A Name___________________
Worksheet 1.4 A
State the quadrant in which an angle in standard position with measure
θ
lies under the given
conditions.
1.
sec 0 and tan 0
θθ
<<
2.
csc 0 and sec 0
θθ
>>
3.
tan 0 and csc 0
θθ
<>
4.
cot 0 and sec 0
θθ
<>
5.
cot 0 and csc 0
θθ
><
6.
cos 0 and cot 0
θθ
<>
Use a calculator to find each value. Give your answer to three decimal places.
7.
sin 72 30
8.
tan 220 50
9.
sec11.7834
10.
csc78 21
11.
cot149.2378
12.
cos157.4237
Use a calculator to find each value of
, give your answer in decimal degrees.
13.
sin .1238
θ
=
14. cos
θ
= .6834 15. csc
θ
= 5.1238
16. sec
θ
= 2.9348 17. cot
θ
= 1.2397 18. tan
θ
= 3.8127
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Trigonometry Worksheet 1.4 A Chapter 1A Name___________________

State the quadrant in which an angle in standard position with measureconditions. θ lies under the given

  1. sec θ < 0 and tan θ < 0 2. csc θ > 0 and sec θ > 0
  2. tan θ< 0 and csc θ > 0 4. cot θ < 0 and sec θ> 0
  3. (^) cot θ > 0 and csc θ < 0 6. (^) cos θ < 0 and cot θ> 0

Use a calculator to find each value. Give your answer to three decimal places. 7. sin 72 30 (^) ′ 8. tan 220 50 (^) ′ 9. sec11.7834

  1. csc 78 21^ ′ 11. cot149.2378^ 12. cos157.4237

Use a calculator to find each value of 13. sin θ = .1238 14. cos θ , give your answer in decimal degrees. θ = .6834 15. csc θ = 5.

16. sec θ = 2.9348 17. cot θ = 1.2397 18. tan θ = 3.

Convert the angles to decimal degrees. 19. 187 45 29o ′ ′′ (^) 20. −349 51 18o ′ ′′

Convert the angles to degrees, minutes, and seconds. 21. (^) 23.478 o 22. (^) 323.872o

Sketch each angle in standard position. Find the measure two other angles (one positive, onenegative) that are coterminal with the given angle.

  1. 675 o 24. − 480 o

The terminal side of an angle with measureSketch the reference triangle and find the six trigonometric ratios. θ in standard position passes through the given point.

sin csc cos sec tan cot

sin csc cos sec tan cot