The Quadrant(s) where tan theta is negative.
Quadrants 2 and 4
Find the value of: sin 60 o
sqrt(3)/2
Solve for (x):
x = 5
Find cos((7pi)/4)
sqrt(2)/2
Convert 90 degrees to Radians
pi/2
The Quadrant(s) where cos theta, sec theta are positive
Quadrant 4
Find the value of:
cos(pi/2)
0
Solve for theta
theta = 17.46
Find tan 180
0
Convert (5pi)/4 to Degrees
225 Degrees
Which of the six Trig Functions are NEGATIVE in Quadrant 1?
None. They're all positive in Q1.
Find the value of: tan225 o
1
Solve for (b):
b = 13.81
Find csc 90
1
Convert 332 Degrees to Radians
(83pi)/45
Name the Quadrant we're in if
pi < theta < (3pi)/2
Quadrant 3
Find the value of: cot ((11pi)/6)
-sqrt(3)
Evaluate sec(48)
sec48 = 5/4
Find Sec((3pi)/2)
Undefined
Convert (16pi)/27 to Degrees
106.7 Degrees
The Quadrant(s) where sin theta and tan theta are positive.
Quadrant 1
Find the value of: csc pi
Undefined
If cot theta = 3/4 , find sintheta
sintheta = 4/5
Find tan 330
-sqrt(3)/3
Convert 358 Degrees to Radians
(179pi)/90