1. Basic Cosine Function: .y=tanx
Characteristics:
Period: Domain: everVodd/neither
Phase Shift: Range: continuous or not
one-to-one or not
Vertical Shift: y-intercept:
increasing at
VA: x-intercept: decreasing at
Basic Cotangent Function: Y=cotx
Characteristics:
Period: Domain: everVodd/neither
Phase Shift: trtange: continuous or not
one-to-one or not
Vertical Shift: y-intercept:
increasing at
VA: x-intercept: decreasing at
Basic Cosecant Function: y=cscx
a
Characteristics:
Period: Domain: everVodd/neither
Phase Shift: Range: continuous or not
one-to-one or not
Vertical Shift: y-intercept:
increasing at
VA: x-intercept: decreasing at
Basic Secint Function: y=secx
Characteristics:
Period: Domain: even/oddlneither
Phase Shift: Range: continuous or not
one-to-one or not
Vertical Shift: y-intercept:
increasing at
VA: x-intercept: decreasing at
/fiopr:uvrrlo 2012/

2. Graphing of Trigonometric Functions Worksheet (Cslli/tlal
Basic Sine Function: y=srnx.
Characteristics:
Amplitude: Domain: even/odd/neither
Period: Range: continuous or not
one-to-one or not
Phase Shift: y-intercept:
increasing at
Vertical Shift: x-intercept: decreasing at
Basic Cosine Function: y=cosx
Characteristics:
Amplitude: Domain: even/odd/neither
Period: Range:, continuous or not
-i:-
one-to-one or not
Phase Shift: y-intercept:
increasing at
Vertical Shift: x-intercept: decreasing at
General Form of the Sine/Cosine Function: y = a cos b(x-.) * d y= a sin b(x-c) + d
Amplitude: Period:
Phase Shift: Vertical Shift:
When lul11, lul.r,
When a<O
When lblrr, lbl.r,
14[hen b<0,
When c>0,
When c<0,
I4trhen dX),
When d<0,