![a=\frac{b+5}{x}](/tpl/images/0416/0929/b1ebf.png)
Step-by-step explanation:
To solve for "
" in the equation:
, we apply operations on both sides of the equality such that lead us to isolate the value we need to solve for (in our case
) on one side of the equal sign.
Let's start by "adding" 5 to both sides, so we eliminate it on the left, proceeding to isolate the term that contains
:
![ax-5=b\\ax-5+5=b+5\\ax=b+5](/tpl/images/0416/0929/f058b.png)
now proceed to eliminate the factor "x" that multiplies "
", by dividing both sides by "x":
![ax=b+5\\\frac{ax}{x} =\frac{b+5}{x}\\a=\frac{b+5}{x}](/tpl/images/0416/0929/eee03.png)
has been isolated on one side of the equal sign, so this is the expression we got for it: ![a=\frac{b+5}{x}](/tpl/images/0416/0929/b1ebf.png)