# data[].attributes.body
radians:pi/6
sin:1/2
cos:√3/2
tan:√3/3

# data[].attributes.body
cosine is x
sin is y

# data[].attributes.body
First Quadrant- the numerator is always one
Second Quadrant- the numerator is one less than the denominator
Third Quadrant- the numerator is one more than the denominator
Fourth Quadrant- the numerator is double the denominator minus 1
- Dylan

# data[].attributes.body
Starting at 0 degrees, you add each degree at each point as such: 0 + 30 + 15 + 15 + 30 + 30 + 15 + 15 + 30 ...
- Dylan

# data[].attributes.headline
biggest numerator (11pi/6) is near to 2pi

# data[].attributes.subject
biggest numerator (11pi/6) is near to 2pi

# data[].attributes.body
radians: pie/4
sine: sqroot2/2
cos: sqroot2/2
tan: 1

# data[].attributes.body
Rad: xpi/3
Sin: sqroot3/2
Cos: 1/2
Tan: sqroot3

# data[].attributes.headline
Radian denominators + corresponding tan:

# data[].attributes.subject
Radian denominators + corresponding tan:

# data[].attributes.body
xpi/6- square root of 3/3
xpi/4- 1
xpi/3- square root of 3
-Dylan

# data[].attributes.body
xpi/3 is nearest to the y axis
xpi/2 is one the y axis
xpi/4 is in the center
xpi/6 is nearest the x axis

# data[].attributes.headline
only the first quadrant has all positives

# data[].attributes.subject
only the first quadrant has all positives

# data[].attributes.headline
At the furthest points left and right of the circle, tan is 0 -Dylan

# data[].attributes.subject
At the furthest points left and right of the circle, tan is 0 -Dylan

# data[].attributes.headline
when tangent is on the x axis it is either (1,0) or (-1,0)

# data[].attributes.subject
when tangent is on the x axis it is either (1,0) or (-1,0)

# data[].attributes.headline
At the top and bottom of the circle, tangent is undefined -Dylan

# data[].attributes.subject
At the top and bottom of the circle, tangent is undefined -Dylan

# data[].attributes.body
All pos.+ (1)
Sin pos.+ (2)
Tan pos.+ (3)
Cos pos.+ (4)