Trinomials
GCF
Getting to know Catherine and Maggee
Difference of Squares
Diff./Sum of cubes
100
(4c^2)-(12c)+9
(2c-3)^2
100
(5x + 5) + (15x + 15) - (20x + 20)
0
100
What famous character is on Maggee's backpack and duffel bag?
Hello Kitty!!
100
which is a difference of square when expanded? (5x - 4)(5x + 4) (x - 4)(2x + 4) (w - 2)( 2 + w)
(5x - 4)(5x + 4)
100
which is which A. (a + b)(a2 - ab + b2) B. (a - b)(a2 + ab + b2)
A. (a^3)+(b^3) B. (a^3) - (b^3)
200
(25x^2) + (50x) + 25
25(x+1)^2
200
(a^3)+ (a^2)b + 5a^2 + 5ab + 6a + 6b
(a + b) (a + 3) (a + 2)
200
What are Catherine's favorite animals?
Cats!
200
(x^2) - (y^2)
(x + y)( x - y)
200
First group to have every member write out a sum/diff. of squares problem gets the points p.s. no sharing brains, you are allowed to help eachother but no writing it out for them.
none
300
15x^2 – 7x – 4
(3x + 1)(5x – 4)
300
5xyz + 15xz
5xz(y+3)
300
How many rabbits has Maggee had?
two...one died (got ran over) so we got another one!
300
81x^2 – 25y^2
(9x + 5y)(9x -5y)
300
729x^3 – 125y^3
(9x – 5x)(81x^2 + 45xy + 25x^2)
400
x^2 – 7x + 10
(x – 5)(x – 2)
400
6xy^2 + 4xy + 2x^2y
2xy(3y+2+x)
400
What is Catherine's favorite color?
Orange.
400
(x/y)^2 – (z/x)^2
[(x/y) + (z/x)][(x/y) – (z/x)]
400
(ab)^3 + (xy)^3
[ab + xy][(ab)^2 – (abxy) + (xy)^2]
500
6x^2 – 13x + 5
(2x – 1)(3x – 5)
500
70x^3y^2 + 42x^2y^3 – 28x^2y^2 +14xy
14xy(5x^2y + 3xy^2 – 2xy + 1)
500
How many years have Catherine and Maggee known each other for?
6 years.
500
625x^4 – 256x^4
(25x^2 + 16x^2)(25x^2 – 16x^2)
500
64 + a^3
(4 + a)(16 – 4a + a^2)