We want to solve the given rational equation.
To do so, we will first determine the least (LCD) so that we can clear the denominators. Since the denominators are already factored, the LCD is the product between them.
Note that we have a now. Since the constant term of the equation is missing, we can solve it by and using the .
Finally, we will check our result for . To do so, we will substitute
in the original equation. Let's start with the first one.
Since the denominator cannot
is an extraneous solution. Now, we will check our second solution,
The solution to the given equation is