# Help me with this ordinary differential equation

## Homework Statement

I need to find a general function y(x) such that:
$$\dot y(x) - 2y(x) = y^2(x)-3$$

## The Attempt at a Solution

I tried dividing the equation by $$y^2-3$$ and turn it in to a Bernoulli differential equation, but that didn't work. The equation seems relatively simple yet i can't recall any method to solve it. Please help.