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