**Understanding Satellite Positioning Above the Earth**The orbit of a satellite over Earth requires it to pass directly above two tracking stations, denoted as A and B, spaced 43 miles apart. When the satellite is located off to one side of these stations, the angles of elevation to the satellite from stations A and B are measured at 86.7° and 84.4°, respectively.The diagram (not to scale) shows:1. **Two points** labeled A and B, representing the tracking stations.2. **Angles of elevation** from these stations towards the satellite, with station A having an elevation angle of 86.7° and station B an elevation angle of 84.4°.3. **Distance between A and B**: 43 miles.4. **Lines** from each station to the satellite forming the respective angles of elevation, indicating the satellite's position in relation to both stations.**Tasks:**1. **Find the distance of the satellite from station A**: - Required to determine how far the satellite is from station A (denoted as "distance from A").2. **Determine the height of the satellite above the ground**: - Required to compute the vertical height of the satellite above the surface of the Earth (denoted as "height").**Inputs to provide:**- **Distance from A** = ________ miles- **Height** = ________ milesThe answers should be given as numerical values, accurate to two decimal places.**NOTE:** Both the diagram and the calculations are simplified and should be interpreted for educational purposes, not as to-scale representations.**Answer Submissions:**- Enter your answers with precision, ensuring they are rounded to two decimal places as required.

The path of a satellite orbiting the earth causes it to pass directly over two tracking stations A and 6, which are 43 mi apart. When the satellite is on one side of the two stations, the angles of elevation at A and B are measured to be 86.7' and 84.4', respectively. 84.4 86.7 NOTE: The picture is NOT drawn to scale. How far is the satellite from station A? distance from A How high is the satellite above the ground? height mi mi Enter your answer as a number; your answer shoulid be accurate to 2 decimal places.