Can someone help me solve this problem, a friend of mine posted this same question and the person who answered it gave her a really weird answer. Also, please explain how you solve it.
Thank you so much
A/10 = 3.9
10R = 160
angle A/100 = 0.39
A 3 dBT 35 A-39 ake Home 2D dB/dT 3 dC/dT = 50 DAn airplane flies at an VI An airplane flies at an altitude of A/10 mph. find the rate at which the angle of elevation,0 , is changing per mi to a point under the plane and L as distance directly to the plane. miles toward a point directly over head, the plane is flying at a rate ofl0R = radians. Use D for ground distance nute, when θ A 100 Sketch the Problem and label as you plan to use the drawing Your Equation: (2 pts)Implicit Derivative: (full equation) (based on the drawing described above) rad/min dO/dt = (2 pts) de/dT (4 decimals) (re-arranged equation with appropriate values substituted- divide by 60 for min)
