Find the magnitude and direction of resultant vector given bearings

The video tutorial explains how to work with bearings and vectors, focusing on calculating the component form of vectors and the resultant vector. It covers the conversion of bearings to standard position angles, the calculation of vector components using trigonometric functions, and the determination of the resultant vector's magnitude and direction. The tutorial emphasizes the importance of understanding the difference between bearings and standard position angles and provides step-by-step instructions for solving vector-related problems.

How do you calculate the magnitude of the resultant vector from the components?

What is the formula for finding the direction of a vector using its components?

Explain how to convert a negative angle to a positive angle in standard position.

What adjustments need to be made when providing direction in bearings instead of standard position?