Simplifying an expression where i is raised to a larger power

The video tutorial explains how to simplify the expression involving I to the 16th power. It introduces the concept of exponent patterns, particularly focusing on the cyclical nature of powers of I. The tutorial demonstrates how to simplify the expression by recognizing that I to the 4th equals one, allowing for a straightforward calculation of the final result.

What is the pattern observed when simplifying powers of 'i'?

How do you simplify 'i' raised to the 16th power?

Explain the process of multiplying exponents as mentioned in the text.

What happens to the value of 'i' when it is raised to the 4th power?

What is the final result of the expression involving '3 - 4' as discussed?