Analytical method: 1. Resolve each vector into its components. A = AN[N] + AB[E] B = BN[N] + BB[E] 2. The north component of the resultant SN = AN + BN + 3. The east component of the resultant SE = AF+ BE + 4. The magnitude of resultant vector S = V(SN) 2 + (SE) 2 5. The direction of the resultant vector 0 = tan-1 (SE Using the simulation add the following vectors still using Explore 2D. Select the top right option for Components. . Include a screenshot for each problem made with the sum vector selected. 1. Drew rode her bike 20 km [N] and then 15 km [W] and finally 5 km [S]. Complete the following table. Displacement Magnitude Direction N component E component a C 2. Eileen rode her bike 7 km [N] and then 15.5 km [N75.E] and finally 8.2 km [E14.S]. Complete the following table. Displacement Magnitude Direction N component E component a 3. Filip drove 98.5 km [S24.W] and then 153 km [N52.W] and finally 195 km [E18'S]. Complete the following table. (Scale these vectors to fit on the graph given.) Scale: Displacement Magnitude Direction N component E component a C