mikewwe13:

What is the justification for each step in solving the inequality? 2x + 2/3 ≤ 3x − 5/6 Select from the drop-down menus to correctly justify each step. Statement Reason 2x + 2/3 ≤ 3x − 5/6 Given 2x ≤ 3x − 3/2 Choose: Multiplication or Division Property of Order, Distributive Property, or Addition or Subtraction Property of Order −x ≤ −3/2 Choose: Addition or Subtraction Property of Order, Distributive Property, or Multiplication or Division Property of Order −x/−1 ≤ −3/2/−1 Choose: Addition or Subtraction Property of Order, Distributive Property, or Multiplication or Division Property of Order x ≥ 3/2 Choose: Addition or Subtraction Property of Order, Distributive Property, or Multiplication or Division Property of Order

7 months ago
mikewwe13:

@Vocaloid

7 months ago
dude:

Well first off how you would you get from $2x + 2/3 ≤ 3x − 5/6\\ to\\ 2x ≤ 3x − 3/2 ~?$

7 months ago
mikewwe13:

7 months ago
dude:

How do you get rid of a number from an equation?

7 months ago
mikewwe13:

by solving it

7 months ago
mikewwe13:

but i have 31 questions to get done here

7 months ago
dude:

$Hint\\ 2x+\boxed {2/3}\color{red}{-2/3}≤3x−5/6\color{red}{-2/3}\\ =2x+≤3x-3/2$

7 months ago
mikewwe13:

divide

7 months ago
dude:

No $$\color{#0cbb34}{\text{Originally Posted by}}$$ @dude $Hint\\ 2x+2/3\color{red}{\boxed-2/3}≤3x−5/6\color{red}{\boxed-2/3}\\$ $$\color{#0cbb34}{\text{End of Quote}}$$ 

7 months ago