|x|=9
x=-9 and 9
Equations that have the same slope but different y-intercepts have how many solutions? Explain.
(verbal response)
0 solutions because the lines would be parallel
Solve for x.
x2+5x+4
x=-1,-4
7x+3y-2x
5x+3y
a4 / a3
a
|x+3|=20
x=17,-23
x-2y=4
And
-x+6y=12
(12,4)
Solve for x.
x2+2x-15=0
x=3, -5
(x5)(x4)
x9
(2xz3)(5x4)
10x5z3
5|2x+4| > 20
x>0 and x<-4
5x+2y=12
And
-6x-2y=-14
(2,1)
Solve for x.
x2-5x+6=0
x=3,2
x4/x3
x
5/x + 3/y
5y+3x/xy
|x-9|+12=10
No Solution
x+3y=3
And
-x-3y=-3
Infinite Solutions
Solve for x.
4x2-5x=21
x= -7/4 , 3
(x2y5)2 (xy3)
x5y13
(x2-2x-24)/(2x3+6x2-8x)
(x-6)/2x(x-1)
2|x+1| - x = 3x - 4
x=3
The sum of two numbers is 17. The difference of the two numbers is -5. Find the numbers.
6 and 11
Solve for x.
25x2-289=0
x=3.4, -3.4
5(3x+4)-2x
13x+20
(x+1)/(x+2) + (x-3)/(x-2)
2(x2-x-4)/(x+2)(x-2)