# data[].attributes.body
Cos(length)
sine(height)

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I noticed that on the unit circle, Sin and Cos were always in between -1 and 1, which can be summarized in the equation -1 is less than or equal to X which is less than or equal to 1. This can be seen on any point on the unit circle.

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The unit circle makes it easy to find what sine, cosine, and tangent is. (cosine, sin) is the coordinate of the angles on the unit circle.

# data[].attributes.subject
The unit circle makes it easy to find what sine, cosine, and tangent is. (cosine, sin) is the coordinate of the angles on the unit circle.

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The radian of 180 degrees is pi

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The values are equal at the points of intersection.
:D

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sin(1.571)=1 but cos(1.571)=0

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The coordinates on a unit circle is (cos, sin) 

# data[].attributes.subject
The coordinates on a unit circle is (cos, sin) 

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Ashlyn Hoffmann because I can't put my name in the thingy

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Ashlyn Hoffmann because I can't put my name in the thingy

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The triangle passes the x-axis at the same time that the function does.

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There are 2pi radians in a unit circle

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30°=π/6 45°=π/4 60°=π/3 90°=π/2

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The trigonometric functions all make up a side of a right triangle. Sine makes up the height, or shorter leg, Cosine makes up the length, or longer leg, and Tangent makes up the hypotenuse, or the longest side.

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I notice there are points where poth cyclic functions intersect

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Cos-adjacent/hypotenuse