Activity 1: The Components of a Vector Open the Vector Addition simulation (https://phet.colorado.edu/en/simulation/vector-addition) and select the Explore 2D screen. The a few minutes to explore the simulation. You can adjust the direction and length of the vectors by click-dragging their arrow heads. 171 120 . 120.0 104 VIEW angles Ow d 10.0" VIEW vector SELECT components component style: right triangle, parallelogram, or projection-like SNAP to integer coordinates DRAG origin to 4 4 (left) or shift quadrant Vector Addition PHET: (right) 1. Check off all the boxes at the top and top right except for Values and Grid, O Sum select "no components" and Cartesian coordinates mode: Components Values 4 2. Drag out a vector and move it until the tail is located at the origin. Click on the head of the vector and drag it until it has a magnitude of 25. Select View Angles and record the value of the angle in Table 1 below. Calculate the corresponding x and y components of the vector and record them in the table. Table 1 magnitude of vector a = la| = 25 ax = a . cose ay = a . sine angle made by the vector x-component y-component with the horizontal of the vector of the vectorWithout changing the magnitude, change the angle made by the vector with the horizontal and record the corresponding value in Table 1. Repeat the procedure, until you completely ll out the table. Based on your calculations, how does ax, the xcomponent of vector {1' change as 6 increases? Based on your calculations, how does my, the ycomponent of vector 51' change as 6 increases? What value of 6 corresponds to a vector that is horizontal? What value of 6 corresponds to a vector that is vertical