Algebra tiles are named after their?
Area
5(x+1)=15
x=2
What equation do we use for linear relationships
y=mx+b
(x+1)(x+1)
x2+2x+1
y=-2x+5
y=x-1
x=2
y=1
Which method is best used to solve this system of equations
4y+x=2
6y-x=8
Elimination Method
3x-5y=21+y
x=7+2y
Graph the equation of this line:
y=2x+4
(x+2)(x-1)
x2+x-2
y=x+1
x+y=-1
x=-1
y=0
-5x+6+8+7x-10+3x
5x+4
5(3x-6+x-2)=40
x=4
Find the equation of the following tile pattern:

y=2x+3
(2x+1)(x-5)
2x2-9x-5
3x+y=5
2x-y=0
x=1
y=2
Given the Point of Intersection (-5,4),
What can you say about the solution to the system?
x=-5
y=4
|3x-3|=9
x=4
x=-2
Find the equation of the following table:

y=4x+3
(3x+1)(2x-1)
6x2-x-1
y=4x+7
y=2x+3
x=-2
y=-1
Find the area as a SUM and as a PRODUCT of the following Algebra tiles
Areas=2x2+7x+6
Areap= (x+2)(2x+3)
y2+7=(y+1)(y+1)
y=3
In detail explain what m and b are in the slope intercept form y=mx+b
m= slope, rate of change, change of y/ change of x, rise/run
b= y-intercept, initial value, starting point
(x2+3x+2)(x-1)
x3+2x2-x-2
2x+3y=8
3x+2y=7
x=1
y=2