the rocket (in meters) t seconds after launch is given byh(t) = 10t²A videographer is documenting the event from 100 meters away. As the rocket rises, the cameraangle must change accordingly to document the flight. Let 0(t) be the angle of the camera tseconds after launch. Before launch, when the rocket is sitting on the launch pad, the camerais perfectly level, so 0(0) = 0. After t seconds, how fast is the camera angle changing in orderto keep the rocket in the shot? (Include units in your final answer).10 t?100 m

given that a rocket is at a height of h(t)=10t2 after t seconds of launching. a videographer is at a…

the rocket (in meters) t seconds after launch is given by h(t) = 10t² %3D A videographer is documenting the event from 100 meters away. As the rocket rises, the camer angle must change accordingly to document the flight. Let 0(t) be the angle of the camera seconds after launch. Before launch, when the rocket is sitting on the launch pad, the camer is perfectly level, so 0(0) = 0. After t seconds, how fast is the camera angle changing in orde to keep the rocket in the shot? (Include units in your final answer). 10 t? 100 m

the rocket (in meters) t seconds after launch is given by h(t) = 10t² %3D A videographer is documenting the event from 100 meters away. As the rocket rises, the camer angle must change accordingly to document the flight. Let 0(t) be the angle of the camera seconds after launch. Before launch, when the rocket is sitting on the launch pad, the camer is perfectly level, so 0(0) = 0. After t seconds, how fast is the camera angle changing in orde to keep the rocket in the shot? (Include units in your final answer). 10 t? 100 m

Functions and Change: A Modeling Approach to College Algebra (MindTap Course List)

6th Edition

ISBN:9781337111348

Author:Bruce Crauder, Benny Evans, Alan Noell

Publisher:Bruce Crauder, Benny Evans, Alan Noell

Chapter2: Graphical And Tabular Analysis

Section2.3: Solving Linear Equations

Problem 2TU: If you travel 300 miles on the first day and then drive v miles per hour for t hours on the second...

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