How do you solve #14 = 9x - 4#?

1 Answer
Jul 1, 2016

#x=2#

Explanation:

Step 1
In order to solve for #x# in the given equation, you need to isolate for #x#, that is, get it to one side of the equation.

Starting with,

#14=9x-4#

Add #4# to both sides.

#14color(white)(i)color(red)(+4)=9x-4color(white)(i)color(red)(+4)#

#18=9x#

Step 2
Now that the term with the #x# is on one side of the equation, you can divide both sides by #9# to determine its value.

Dividing both sides by #9#,

#color(red)(color(black)(18)/9)=color(red)(color(black)(9x)/9)#

#x=color(green)(|bar(ul(color(white)(a/a)color(black)(2)color(white)(a/a)|)))#