value [1,3] x=-5 interval at y=1 [-3,-1] maximum x=3 x=-4 interval y=-3 at at discontinuity x=-1 on at x=5 interval x=1 minimum minimum discontinuity interval x=0 on decreasing of discontinuity x=-5 value at at x=2 x=-4 at x=4 minimum decreasing interval non- removable minimum at x=1 minimum x=3 maximum y=-5 x=-4 x=5 [1,3] removable minimum discontinuity x=-3 non- removable non- removable minimum increasing on minimum at [0,2] value x=3 x=-5 x=4 decreasing of discontinuity on [-2,0] x=1 of maximum increasing x=3 value y=-1 decreasing of of minimum x=2 value removable [-1,1] value removable discontinuity at non- removable x=0 on at interval maximum y=-4 value at maximum of minimum [0,2] y=1 interval at minimum increasing at of on x=2 interval on increasing y=2 non- removable x=-5 discontinuity at x=-1 discontinuity non- removable on value at at maximum at minimum discontinuity at at x=-3 x=4 minimum x=5 on discontinuity on at discontinuity at discontinuity on at removable at removable at minimum [2,4] at of of maximum [2,4] on discontinuity discontinuity decreasing at y=-3 x=2 of at non- removable non- removable value x=0 interval removable at non- removable x=-2 value x=5 [-1,1] decreasing discontinuity y=-2 value maximum maximum at x=-2 at x=-3 removable of maximum of minimum x=-1 at at value minimum non- removable x=-1 [-2,0] x=1 y=3 y=-2 interval discontinuity x=0 y=0 discontinuity interval value minimum maximum maximum y=3 discontinuity maximum at x=-4 minimum maximum of on at [-4,-2] at value at non- removable at interval at minimum maximum of [-3,-1] interval at maximum at x=-3 interval removable discontinuity maximum value at of on discontinuity of value minimum increasing of value discontinuity y=5 removable y=0 maximum value of at y=-1 increasing removable [-4,-2] x=4 maximum y=4 increasing decreasing removable maximum y=2 discontinuity x=-2 at x=-2 value [1,3] x=-5 interval at y=1 [-3,-1] maximum x=3 x=-4 interval y=-3 at at discontinuity x=-1 on at x=5 interval x=1 minimum minimum discontinuity interval x=0 on decreasing of discontinuity x=-5 value at at x=2 x=-4 at x=4 minimum decreasing interval non- removable minimum at x=1 minimum x=3 maximum y=-5 x=-4 x=5 [1,3] removable minimum discontinuity x=-3 non- removable non- removable minimum increasing on minimum at [0,2] value x=3 x=-5 x=4 decreasing of discontinuity on [-2,0] x=1 of maximum increasing x=3 value y=-1 decreasing of of minimum x=2 value removable [-1,1] value removable discontinuity at non- removable x=0 on at interval maximum y=-4 value at maximum of minimum [0,2] y=1 interval at minimum increasing at of on x=2 interval on increasing y=2 non- removable x=-5 discontinuity at x=-1 discontinuity non- removable on value at at maximum at minimum discontinuity at at x=-3 x=4 minimum x=5 on discontinuity on at discontinuity at discontinuity on at removable at removable at minimum [2,4] at of of maximum [2,4] on discontinuity discontinuity decreasing at y=-3 x=2 of at non- removable non- removable value x=0 interval removable at non- removable x=-2 value x=5 [-1,1] decreasing discontinuity y=-2 value maximum maximum at x=-2 at x=-3 removable of maximum of minimum x=-1 at at value minimum non- removable x=-1 [-2,0] x=1 y=3 y=-2 interval discontinuity x=0 y=0 discontinuity interval value minimum maximum maximum y=3 discontinuity maximum at x=-4 minimum maximum of on at [-4,-2] at value at non- removable at interval at minimum maximum of [-3,-1] interval at maximum at x=-3 interval removable discontinuity maximum value at of on discontinuity of value minimum increasing of value discontinuity y=5 removable y=0 maximum value of at y=-1 increasing removable [-4,-2] x=4 maximum y=4 increasing decreasing removable maximum y=2 discontinuity x=-2 at x=-2
(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.
value
[1,3]
x=-5
interval
at
y=1
[-3,-1]
maximum
x=3
x=-4
interval
y=-3
at
at
discontinuity
x=-1
on
at
x=5
interval
x=1
minimum
minimum
discontinuity
interval
x=0
on
decreasing
of
discontinuity
x=-5
value
at
at
x=2
x=-4
at
x=4
minimum
decreasing
interval
non-removable
minimum
at
x=1
minimum
x=3
maximum
y=-5
x=-4
x=5
[1,3]
removable
minimum
discontinuity
x=-3
non-removable
non-removable
minimum
increasing
on
minimum
at
[0,2]
value
x=3
x=-5
x=4
decreasing
of
discontinuity
on
[-2,0]
x=1
of
maximum
increasing
x=3
value
y=-1
decreasing
of
of
minimum
x=2
value
removable
[-1,1]
value
removable
discontinuity
at
non-removable
x=0
on
at
interval
maximum
y=-4
value
at
maximum
of
minimum
[0,2]
y=1
interval
at
minimum
increasing
at
of
on
x=2
interval
on
increasing
y=2
non-removable
x=-5
discontinuity
at
x=-1
discontinuity
non-removable
on
value
at
at
maximum
at
minimum
discontinuity
at
at
x=-3
x=4
minimum
x=5
on
discontinuity
on
at
discontinuity
at
discontinuity
on
at
removable
at
removable
at
minimum
[2,4]
at
of
of
maximum
[2,4]
on
discontinuity
discontinuity
decreasing
at
y=-3
x=2
of
at
non-removable
non-removable
value
x=0
interval
removable
at
non-removable
x=-2
value
x=5
[-1,1]
decreasing
discontinuity
y=-2
value
maximum
maximum
at
x=-2
at
x=-3
removable
of
maximum
of
minimum
x=-1
at
at
value
minimum
non-removable
x=-1
[-2,0]
x=1
y=3
y=-2
interval
discontinuity
x=0
y=0
discontinuity
interval
value
minimum
maximum
maximum
y=3
discontinuity
maximum
at
x=-4
minimum
maximum
of
on
at
[-4,-2]
at
value
at
non-removable
at
interval
at
minimum
maximum
of
[-3,-1]
interval
at
maximum
at
x=-3
interval
removable
discontinuity
maximum
value
at
of
on
discontinuity
of
value
minimum
increasing
of
value
discontinuity
y=5
removable
y=0
maximum
value
of
at
y=-1
increasing
removable
[-4,-2]
x=4
maximum
y=4
increasing
decreasing
removable
maximum
y=2
discontinuity
x=-2
at
x=-2