Polynomial synthetic division  Polynomial Functions
Polynomial synthetic division
Synthetic division is a shortcut method of dividing polynomials as opposed to long division. Yet, this method can only be used when we are dividing a liner expression and the leading coefficient is a 1.
Basic concepts:
 Polynomial long division
 Simplifying rational expressions and restrictions
 Dividing rational expressions
 Dividing functions
Related concepts:
 Integration of rational functions by partial fractions
Lessons

a)
Long division

b)
Synthetic division


2.

b)
Divide $\left( {29{x^3}  12{x^4}  x} \right)$ by $\left( {5  3x} \right)$ using synthetic division and write the division statement in 2 ways.