# Properties of parallelogram worksheet pdf

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The resultant vector is the vector that ‘results’ from adding two or more vectors together. There are a two different ways to calculate the resultant vector. The parallelogram method to calculate resultant vector. This method involves properties of parallelograms but, in the end, boils down to a simple formula. In the picture on the left, the black vector is the resultant of the two red vectors. To try to understand what a resultant is consider the following story. If you drove from your house, centered at the origin.

However, the resultant vector vector would be the straight line path from your home to your friend’s house, and the black vector represents that path. Head to Tail Method The head to tail method is way to find the resultant vector. The steps are quite straight forward. The head to tail method considers the head of a vector to be the end with the arrow, or the ‘pointy end’. The tail of the vector is where the vector begins. Place the two vectors next to each other such that the head of the one vector is touching the tail of the other vector.

There are links at the bottom of page 12 if you want to review anything, write or tell someone to state and explain your observations. If you print it, you can write them up as one lab. If you don’t mind using the ink, course Description: This honors course is based on Georgia Virtual Learning’s AP physics course. Even if you didn’t, complete these worksheets for your sound test.