# The division algorithm for derivatives

Division algorithm is derivative (g/f (x) (x)) ‘= (g’ (x) f (x) – f ‘(x) g (x))/(f (x)) ^ 2.Let’s take a look at it.1, derivative is a key we learn in high school.Derivative, also known as derivative value, is an important basic concept in calculus.The derivative is also a local property of the function.When the derivative of a function is at a certain point, then the derivative describes the rate of change of the function near that point.2. There are many algorithms for derivatives.Including addition operation, subtraction operation and the corresponding multiplication and division operation and so on.Addition and subtraction operation is derivative (f (x) (x) + g) = f (x) + g ‘ ‘ ‘(x) and (f (x) (x) – g) = f (x)’ – ‘g’ (x);Derivative of the laws of arithmetic is (x)) (f (x) g ‘ ‘= f (x) (x) + g (x) and f (x) g’ (g/f (x) (x)) ‘=’ (g (x) f (x) – f ‘(x) (x) g)/(f (x)) ^ 2.3. In general, we are usually given a function.So if you do it, you have to do it by the derivative formula.If this is the case, then we can first transform the function according to the derivative formula, after becoming the derivative, we can carry out relevant operations according to the operation rules of the derivative.Therefore, the derivative is a content that we must learn in high school, and the relevant formulas are also required for us to memorize.