A number's distance from 0
What type of compound inequality would you use for the following absolute value inequality: |x-3|>4
Or Inequality
Solve for x:
-2x+9=12
x=-3/2
Solve for y:
x+y=z
y=z-x
Parenthesis and open circle
Solve for x
|x+4|=3
x=-1 and x=-7
Solve for m
|m-6|<2
When solving a linear equation, you are left with -2=4. How many solutions do you have?
No Solutions
Solve for x
2x-7=a
x=(a+7)/2
Solve for x
-2x+4<16
x>-6
Solve for x
|3x+5|=-5
No Solution
Solve for y
|y-3|>7
y>10 or y<-4
Solve for x:
12(2-x)=4-6(x+2)
x=16/3
Solve for B
V=(1/3)Bh
B=(3v)/h
Express the inequality below in interval notation
-4>x or x>-1
Solve for x
-2|3x-6|=-14
x=13/3 and x=-1/3
Solve for x
|7x+2|>-3
All real numbers
Solve for x:
2(x+1)=3(x-8)-(x-1)
No Solution
To solve for a, what would your last step be and what must you remember
a2+b2=c2
Take the square root of both sides and include the plus and minus
Solve for x. Express your answer as an inequality
4<2x+1<10
3/2<x<9/2
Solve for x
|3x+2|=|5x-8|
x=5 and x=3/4
|x-6|+3<5
(4,8)
Solve for x
(x/5)-(x/4)=(x-2)/2
x=20/11
Solve for a:
m=(vt)/a
a=(vt)/m
Solve for x. Express your answer on a number line.
-27<4x-3<9
-6<x<3