Question

Vector Addition Worksheet On a separate piece of paper or on the grid below, use the following individual vectors to graphically find the resultant vector in the first three problems. Remember, the resultant vector must have both magnitude and direction. Include a scale. 35 km at 250° N of E 15 km at 0° E of N 20 km at 430° S of E 40 km at 280° S of W On the graph, label vector A + B as C. Solve B - D. Add B + C as A. Example or #mn Td Lo m c + D

Answer 1

To graphically find the resultant vector, you can use the head-to-tail method by drawing the given vectors and measuring the magnitude and direction of the resultant vector.

Step-by-step explanation:

To graphically find the resultant vector, we can use the head-to-tail method. Start by drawing vector A, which is 35 km at 250° N of E. Then, draw vector B, which is 15 km at 0° E of N, starting from the end of vector A. Next, draw vector C, which is 20 km at 430° S of E, starting from the end of vector B. Finally, draw vector D, which is 40 km at 280° S of W, starting from the end of vector C. The resultant vector is the vector that goes from the starting point of vector A to the end point of vector D. Using a ruler, we can measure the magnitude and using a protractor, we can measure the direction of the resultant vector.