1/cotx -f(x) opp/adj Midline Non- removable 0's in the denominator HA: y=0 Conjugate Pairs y=secx Negative Reciprocal Slopes f(2x) 1/cosx theta sec(pi/2- x y=cotx rsin(theta) 1/tanx 45- 45-90 f(x- 2) VLT DesCartes Rule of Signs hyp/adj y=cosx 1/cscx y=cscx 1/secx 2pi/freq 2f(x) Flip the base i f(x+2) 1/2f(x) opp/hyp Root is tangent to x-axis f(-x) sin(pi/2- x) tan(pi/2 - x) x/r Amplitude y/r No H.A. f(x)+2 y/x adj/opp Frequency y=tanx Exponents y=sinx hyp/opp HA: y=quotient of coefficients s adj/hyp 2f(x) 1/sinx Rational Root Test f(x)-2 switch x & y rcos(theta) Exponent 30- 60-90 1/cotx -f(x) opp/adj Midline Non- removable 0's in the denominator HA: y=0 Conjugate Pairs y=secx Negative Reciprocal Slopes f(2x) 1/cosx theta sec(pi/2- x y=cotx rsin(theta) 1/tanx 45- 45-90 f(x- 2) VLT DesCartes Rule of Signs hyp/adj y=cosx 1/cscx y=cscx 1/secx 2pi/freq 2f(x) Flip the base i f(x+2) 1/2f(x) opp/hyp Root is tangent to x-axis f(-x) sin(pi/2- x) tan(pi/2 - x) x/r Amplitude y/r No H.A. f(x)+2 y/x adj/opp Frequency y=tanx Exponents y=sinx hyp/opp HA: y=quotient of coefficients s adj/hyp 2f(x) 1/sinx Rational Root Test f(x)-2 switch x & y rcos(theta) Exponent 30- 60-90
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1/cotx
-f(x)
opp/adj
Midline
Non-removable 0's in the denominator
HA: y=0
Conjugate Pairs
y=secx
Negative Reciprocal Slopes
f(2x)
1/cosx
theta
sec(pi/2-x
y=cotx
rsin(theta)
1/tanx
45-45-90
f(x-2)
VLT
DesCartes Rule of Signs
hyp/adj
y=cosx
1/cscx
y=cscx
1/secx
2pi/freq
2f(x)
Flip the base
i
f(x+2)
1/2f(x)
opp/hyp
Root is tangent to x-axis
f(-x)
sin(pi/2-x)
tan(pi/2 - x)
x/r
Amplitude
y/r
No H.A.
f(x)+2
y/x
adj/opp
Frequency
y=tanx
Exponents
y=sinx
hyp/opp
HA: y=quotient of coefficients
s
adj/hyp
2f(x)
1/sinx
Rational Root Test
f(x)-2
switch x & y
rcos(theta)
Exponent
30-60-90