function vertical asymptote augmented matrix linear function axis of symmetry rate of change -5/6 -1/4 removable discontinuity 4 minimum value system of linear equations output {3,8,15} complex conjugate -7/3 {5,1,14} composite function zero rational function scalar multiple division algorithm coefficient matrix no maximum value 1/4 domain 5 cube rt 3 multiplicative inverse of a matrix dividend input 5 sq rt 7 relation discriminant 5 x 2 (0,-2) identity matrix range vertex 1 x 4 (0,0) remainder 5 scalar square matrix substitution method quotient divisor 5/7 slope- intercept form 3 consistent system parabola matrix yes (0,-1) Product not calculated -4 elimination method function vertical asymptote augmented matrix linear function axis of symmetry rate of change -5/6 -1/4 removable discontinuity 4 minimum value system of linear equations output {3,8,15} complex conjugate -7/3 {5,1,14} composite function zero rational function scalar multiple division algorithm coefficient matrix no maximum value 1/4 domain 5 cube rt 3 multiplicative inverse of a matrix dividend input 5 sq rt 7 relation discriminant 5 x 2 (0,-2) identity matrix range vertex 1 x 4 (0,0) remainder 5 scalar square matrix substitution method quotient divisor 5/7 slope- intercept form 3 consistent system parabola matrix yes (0,-1) Product not calculated -4 elimination method
(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.
function
vertical asymptote
augmented matrix
linear function
axis of symmetry
rate of change
-5/6
-1/4
removable discontinuity
4
minimum value
system of linear equations
output
{3,8,15}
complex conjugate
-7/3
{5,1,14}
composite function
zero
rational function
scalar multiple
division algorithm
coefficient matrix
no
maximum value
1/4
domain
5 cube rt 3
multiplicative inverse of a matrix
dividend
input
5 sq rt 7
relation
discriminant
5 x 2
(0,-2)
identity matrix
range
vertex
1 x 4
(0,0)
remainder
5
scalar
square matrix
substitution method
quotient
divisor
5/7
slope-intercept form
3
consistent system
parabola
matrix
yes
(0,-1)
Product not calculated
-4
elimination method