Exponent 1/2f(x) y=cotx hyp/opp 45- 45-90 Negative Reciprocal Slopes 2f(x) opp/hyp f(x)-2 tan(pi/2 - x) 1/cotx 1/cosx f(-x) adj/opp Root is tangent to x-axis Rational Root Test y=sinx 30- 60-90 rcos(theta) 1/sinx y=tanx 2f(x) theta y=cosx y=cscx rsin(theta) 1/cscx 2pi/freq hyp/adj Exponents -f(x) i f(2x) Amplitude opp/adj y/r s y/x Conjugate Pairs No H.A. sec(pi/2- x VLT Flip the base 1/tanx HA: y=0 Non- removable 0's in the denominator f(x- 2) DesCartes Rule of Signs adj/hyp f(x+2) switch x & y sin(pi/2- x) f(x)+2 y=secx Frequency HA: y=quotient of coefficients 1/secx Midline x/r Exponent 1/2f(x) y=cotx hyp/opp 45- 45-90 Negative Reciprocal Slopes 2f(x) opp/hyp f(x)-2 tan(pi/2 - x) 1/cotx 1/cosx f(-x) adj/opp Root is tangent to x-axis Rational Root Test y=sinx 30- 60-90 rcos(theta) 1/sinx y=tanx 2f(x) theta y=cosx y=cscx rsin(theta) 1/cscx 2pi/freq hyp/adj Exponents -f(x) i f(2x) Amplitude opp/adj y/r s y/x Conjugate Pairs No H.A. sec(pi/2- x VLT Flip the base 1/tanx HA: y=0 Non- removable 0's in the denominator f(x- 2) DesCartes Rule of Signs adj/hyp f(x+2) switch x & y sin(pi/2- x) f(x)+2 y=secx Frequency HA: y=quotient of coefficients 1/secx Midline x/r
(Print) Use this randomly generated list as your call list when playing the game. There is no need to say the BINGO column name. Place some kind of mark (like an X, a checkmark, a dot, tally mark, etc) on each cell as you announce it, to keep track. You can also cut out each item, place them in a bag and pull words from the bag.
Exponent
1/2f(x)
y=cotx
hyp/opp
45-45-90
Negative Reciprocal Slopes
2f(x)
opp/hyp
f(x)-2
tan(pi/2 - x)
1/cotx
1/cosx
f(-x)
adj/opp
Root is tangent to x-axis
Rational Root Test
y=sinx
30-60-90
rcos(theta)
1/sinx
y=tanx
2f(x)
theta
y=cosx
y=cscx
rsin(theta)
1/cscx
2pi/freq
hyp/adj
Exponents
-f(x)
i
f(2x)
Amplitude
opp/adj
y/r
s
y/x
Conjugate Pairs
No H.A.
sec(pi/2-x
VLT
Flip the base
1/tanx
HA: y=0
Non-removable 0's in the denominator
f(x-2)
DesCartes Rule of Signs
adj/hyp
f(x+2)
switch x & y
sin(pi/2-x)
f(x)+2
y=secx
Frequency
HA: y=quotient of coefficients
1/secx
Midline
x/r