When integrating fractions, if you can create the derivative on the function, then we will end up with a logarithmic function.
lesson notes:03 integrating derivative on function
When integrating fractions, if you can create the derivative on the function, then we will end up with a logarithmic function.
lesson notes:03 integrating derivative on function
Generalisations for the perfect cubes and the sum and difference of two cubes.
lesson notes:05 cubics
The ability to handle the manipulation of algebraic fractions becomes essential for solving calculus problems, amongst other things.
lesson notes:04 algebraic fractions
Factorising is expressing an algebraic expression as the product of its common factors.
lesson notes:03 factorising
How to differentiate a log function, and using log laws to aid in the manipulation.
lesson notes:02 differentiating logs