trigX1Rev - of π/6 π/3 π/4 π/2 or equivalent degree...

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Review for Exam 1 Right Triangle Trig Functions 1. Be able to determine the values of the six trig functions given the lengths of the sides of a right triangle. 2. Using your calculator, be able to determine, the values of the six trig functions given the size of an angle in a right triangle . 3. Be able to solve problems using right triangles in applied situations. ( Most important .) General Trig Functions 1. Be able to explain what the size of an angle is in radian means in terms of the radius and the arc length. 2. Be able convert between radian measure and degree measure. 3. Be able to determine the values of the six trig functions given the coordinates of a point on the terminal side of an angle in standard position. 4. Be able to determine (without a calculator)the values of the six trig functions "special" angle (multiples
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Unformatted text preview: of π /6, π /3, π /4, π /2 or equivalent degree angles 30,60,45,90)) 5. Be able to determine the values of the six trig functions given the value of one of the functions and the quadrant of the terminal side. (sin( θ ) = -2/5 and θ is in Quad III) 6. Be able to solve applied problems that involve trig functions. Review Problems : Chapter 1 review page 47: 10,18,25,26,33,35,39,40 Chapter 2 review page 119: 4,8,20,21,25,31,34-42,48,53,63,74 Plus … 1. From the triangle below write the values of the tan( θ ) and cos( θ ). θ z p d 2. What are the coordinates (x,y) for the point P given that θ = 230˚ and radius is 12. P 12 θ 3. No Calculator: Find the exact value for A) tan(60˚) B) sin(240˚) C) cos(150˚) D) sec(180˚)...
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This note was uploaded on 10/18/2011 for the course MAC 1114 taught by Professor Russel during the Fall '08 term at Valencia.

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