Find the 4th term of a binomial raised to the 6th power

The video tutorial explains how to find the fourth term in a binomial expansion raised to the 6th power. It highlights common mistakes students make and provides a step-by-step guide to correctly apply the binomial theorem. The tutorial emphasizes the importance of using Pascal's triangle and simplifying terms to avoid errors. The final calculation of the fourth term is demonstrated, resulting in a coefficient of -160X cubed.

Discuss the importance of rewriting subtraction as addition in binomial expansions.

What is the result of simplifying the fourth term of the expansion (2X - 1)^6?