|2x+6|=x has x= -2 as a solution.
False
Fill in the blank: |8| by definition means to find the __________ between ______ and _____
distance/8/0
or
distance/0/8
Solve for g:
|6+g|=13
g=7 and g= -19
|8x-10|=7x+25 has solution(s):
x=35 and x= -1
5|x|+1=16
x=3 and x= -3
x= - 17 is a solution to:
|6x-4|=38-4x.
True or False?
True
Create two equations based on the absolute value equation:
|w|=d-6
w=d-6 AND w= -d + 6
|x-4|= -5
no solution
|3x+30|=9-4x has solution(s):
x=-3
(not x=39)
-9 |x| + 4 = -32
x= 4 and x= -4
x= 3 is a solution to |7x+5|=6x - 44
False
Solve for p and solve for k:
|-9|=p
|k|=15
p=9
k=15 and k = -15
Solve for y:
|2x-9|=15
x=12 and x= -3
|4x+3|=5x-12 has solution(s):
x=15
(not x=1)
3|x|+8=2
no solution
The equation |5x+3|=3x+5 has
(a) x= 1 only as a solution
(b) x= -1 only as a solution
(c) both x= 1 and x= -1 as solutions
(d) neither x= 1 and x= -1 as solutions
(a) x= 1 only as a solution
Solve for g and solve for h:
|g|= -16
|-100|=h
g: no solution
h=100
|x/5 + 2 | =4
x=10 and x= -30
|3x-12|=x has solution(s):
x=6 and x=3
|x+3| / 4 + 5 = 8
x= 9 and x= -15
|4x+3|=2x-29 has
(a) x=3 only as a solution
(b) x= -12 only as a solution
(c) both x=3 and x= -12 as solutions
(d) neither x=3 or x= -12 as solutions
(d) neither x=3 or x= -12 as solutions
Solve for y and solve for b (your answer should be an equation for b):
|400-200|=y
|w|=b+4
y=200
b=w-4 and b= -w - 4
Solve for k:
|5+ k/2 + 7 | = 18
|4x+120|=6x has solution(s):
x=60
(not x= -12)
7|x+2|/4+8=22
x=6 and x= -10