Extra Practice:
- 4.1: pg. 255 #1-25 (odd) (skip 7,21), 31-51 odd, 59, 61
- 4.2: pg. 264 #5-11 odd, 23-27 odd
- 4.3: pg. 274 #5, 9-15 odd, 27,29,53,55
- 4.4: pg. 284 #3a, 5, 7, 13-16 all, 19, 21, 23, 29-35 odd, 37-43 odd, 53-65 odd
Here's a giant list of everything covered on the Test!
- Determining Quadrants given constraints
- sin (theta) > 0
- cos (theta) < 0
- Evaluating Trig Ratios/Functions... (these are the same thing)
- KNOW YOUR SPECIAL TRIANGLES!!!
- Given a coordinate point
- (3, -4)
- plot the point (connect the radius from (0,0)[the origin] to the point, create triangle from there)
- Given a trig ratio
- sin(theta) = 1/2
- tan(theta)>0
- draw reference triangle (use the ratios to find two of the side lengths and which quadrant you are in)
- Given an angle measure
- this you should be used to, graph the angle and solve
- Complement/Supplement
- Complement: The angle that intersects the terminal side of theta and 90 degrees (pi/2)
- Supplement: The angle that intersects the terminal side of theta and 180 degrees (pi)
- Coterminals
- Angles that share a terminal position on the coordinate plane but have different angle measures (x +_ 2pi)
- Solve Triangles
- Solving unknown side length (use a trig ratio)
- Solving unknown angle (use a trig inverse)
- Convert from degrees to radians, and radians to degreees
- pi=180 degrees\
ANSWERS TO BINGO! (sqrt(2) means square root of 2
- π/12
- π/3
- 277 degrees
- -π/3
- Quadrant 1
- Quadrant 3
- Quadrant 4
- -sqrt(2)/2
- 2sqrt(3)/3
- Undefined
- -2
- -1/2
- sqrt(3)
- -sqrt(3)/3
- -sqrt(3)/2
- 300 degrees
- 5π/4
- -2sqrt(10)/7
- 5sqrt(24)/24
- -13sqrt(194)/194
- -9sqrt(106)/106
- 62 degrees
- 20.21
- 290.6 feet
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