Complete the identity: ______ + 1 = cot^2 x
-csc^2 x
sin(pi/6)
1/2
Find the period of y=3cos2x-1
pi
Find the cos255
(-sqrt6+sqrt2)/4
Given: cosx=2/3 and 0<x<pi/2 find sin2x
4sqrt5/9
tan (2pi/3)
Solve on [0, 2pi): sin^2x+sinx-2=0
pi/2
Find the interval of y=3cos2x-1
pi/4
Solve on [0, 2pi): cosx=-1/2
2pi/3, 4pi/3
Find the maximum value of y=3cos2x-1
2
Find the area of a triangle with sides of 3, 4, and 6 inches
5.3 square inches
Evaluate arccos (-1/2)
2pi/3
Solve on [0, 2pi): sec x + 2 = 0
2pi/3, 4pi/3
y=tan(x+pi/2) has a vertical asymptote at
-pi
Given that a = 15, b = 25, A = 85, are there one, two, or no triangles possible?
no triangles possible
Solve on [0, 2pi): 2sin^2 x - 3sin x +1 =0
x = pi/6, 5pi/6, pi/2
How would you graph y=4secx-3
Graph y=4cosx-3 and then draw asymptotes at the midline and "parabolas" at max/min