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

**DOWNLOAD READ & PRINT – Differentiation formulas for functions (pdf)**

**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**

**Chain rule**

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

**Product rule**

**Product rule**

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

**Quotient rule**

**Quotient rule**

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

**How to differentiate parametric functions**

**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.

Yasser Diaz says

you spelled differentiation wrong, you didnt cross your t’s, but other than that, very good and easy to understand format for the formulas

Dr. Aspriha Peters says

But I don’t see it. If you’re talking about the photo, it’s there.