1
answer
0
watching
74
views
10 Nov 2019
An airplane flies at an altitude of 3.3 miles toward a pointdirectly overhead. If the plane is flying at a rate of 130 mph,find the rate at which the angle of elevation,θ, is changing perminute, when θ=.33 radians. Use D for ground distance to a pointunder the plane and L as distance directly to the plane.
Implicit derivative=
dθ/dt= ?rad/min
An airplane flies at an altitude of 3.3 miles toward a pointdirectly overhead. If the plane is flying at a rate of 130 mph,find the rate at which the angle of elevation,θ, is changing perminute, when θ=.33 radians. Use D for ground distance to a pointunder the plane and L as distance directly to the plane.
Implicit derivative=
dθ/dt= ?rad/min
Collen VonLv2
13 Jul 2019
