Here is a collection of differentiation formulas. This list always comes in handy.

#### Differentiate by definition

#### Differentiation formulas for functions

###### Algebraic functions

###### Trigonometric functions

###### Exponential functions

###### Logarithmic functions

###### Hyperbolic functions

###### Inverse trigonometric functions

###### Inverse hyperbolic functions

#### Rules of differentiation

###### Chain rule

If is a function of and is a function of , then

###### Product rule

If the function is a product of two functions and , then

###### Quotient rule

If the function is a quotient of two functions and , then

#### How to differentiate parametric functions

Suppose is a function of and is a function of .

Then will be

Similarly, will be

Shambhavi iyer says

It is very helpful for students..please support to solve the differentiation problems..publish solved question paper of engineering mathematics 2…

9/10..good explanation about formulas

Dr. Aspriha Peters says

Hi Shambhavi,

Thank you very much. So far I haven’t thought about publishing any solved question paper of engineering mathematics 2. But now I’ll keep it in mind as well. I’ll seriously think about it.