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