kidder Hall to Ist building: 50 meters Ist building to and building : 20 meters Kidder Hall to and building: 90 meters C Angle : B 0 = V/ 502 + 20-2-50.20, Cos( @ ). - 53.85 And building to 3rd building : AD meters Ist building to 3 rd building : 40 meters Angle : D - B V 402 + 402 - 2. 40 . 40 - Cos () ~ 56.50 A 3 rd building to kidder Hall : GO Angle : " B 54Recall the buildings you used in Project 4. You will use the same buildings and construct vectors between them. The tough part will be getting the angles measured from 3 o'clock. As vou view the map, north is up. Imagine a compass centered at the building and measure the angle from east. You may use a protractor or the angles vou computed previously. Estimate the distance and the angle measure from 3 o'clock from Kidder Hall to the first building and write it in the box. Construet a vector in component form from Kidder Hall to the first building and write it in the box. Estimate the distance and the angle measure from 3 o'clock from first building to the second building and write it in the box. Construct a vector in component form from the first building to the second building and write it in the box. Estimate the distance and angle measure from 3 o'clock from the second building to the third building and write it in the box. Construct a vector in component form from the second building to the third building and write it in the box. Estimate the distance and angle measure from 3 o'clock from the the third building to Kidder Hall and write it in the box. Construct a vector in component form from the third building to Kidder Hall and write it in the box. Add up the vectors vou constructed and interpret vour