BQ#4 – Unit T Concept 3

"Normal" Tangent & "Normal" Cotangent Graph❤︎☁︎☀︎

Tangent☽

Each space between the asymptotes is a quadrant from the unit circle. tangent equals sine over cosine and tangent is positive in the first and third quadrant and also negative in the second and fourth quadrant. the graph has to be uphill down to up because the graphs cannot touch the asymptotes. there are asymptotes where "x" is equal to 0. 

Cotangent❀

For Cotangent its the reciprocal of the tangent graph. the asymptotes determine how the graph will look. There are boundaries in both graphs these graphs cannot touch the asymptotes. cotangent equals cosine over sine. asymptotes will be graphed where "y" is equal to 0. We start by graphing close to the asymptote and end below the graph.