Answer:
See below Â
Step-by-step explanation:
We can use the unit circle to figure out the trigonometric functions of the angle θ.
The x- and y-coordinates are in the second quadrant, so θ is an obtuse angle (135°), as seen in the figure below.
sinθ =  6/(6√2)   = 1/√2 =  √2/2
cosθ =  -6/(6√2)   = -1/√2 = -√2/2
tanθ =   6/(-6)     = -1
cotθ =  -6/6       = -1
secθ = (6√2)/(-6)  =  √2
cscθ = (6√2)/6    = -√2
