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