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