Convert to degrees:
3pi
540 degrees
Which angle from the original 0 to 2pi angles of the unit circle does the following angle land on?
(7pi)/3
pi/3
Find the exact value of
sin ((7pi)/4)
-sqrt2/2
Solve for A between 0 and 2pi:
cosA=-sqrt3/2
{(5pi)/6,(7pi)/6}
Convert to radians (write your answer in simplest form):
140 degrees
(7pi)/9
Which angle from the original 0 to 2pi angles of the unit circle does the following angle land on?
(17pi)/6
(5pi)/6
Find the exact value of
cos((13pi)/6)
sqrt3/2
Solve for A between 0 and 2pi:
4cosA+3=1
{(2pi)/3,(4pi)/3}
Convert to radians (write your answer in simplest form):
-315 degrees
-(7pi)/4
Which angle from the original 0 to 2pi angles of the unit circle does the following angle land on?
-(19pi)/4
(5pi)/4
Find the exact value of
tan(-(3pi)/4)
1
Solve for A between 0 and 2pi:
4sin^2(A)+4=7
{pi/3,(2pi)/3,(4pi)/3,(5pi)/3}
Convert to degree:
(11pi)/12
165 degrees
Which angle from the original 0 to 2pi angles of the unit circle does the following angle land on?
-(19pi)/3
(5pi)/3
Find the exact value of
csc((16pi)/3)
-(2sqrt3)/3
Solve for A between 0 and 2pi:
2cos^2(A)+4=5
{pi/4,(3pi)/4,(5pi)/4,(7pi)/4}
Convert to degrees(round to the nearest whole number):
8 radians
458 degrees
Which angle from the original 0 to 2pi angles of the unit circle does the following angle land on?
(27pi)/6
(pi)/2
Find the exact value of
cot5pi
undefined
Solve for A between 0 and 2pi:
-3tanA+sqrt3=0
{pi/6,(7pi)/6}