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upward, and $?$ increases. What is $?$ when the rocket is at height 2000 ? $?=?radians$ What is $?$ when the rocket is at height 4000 ? $?=radians$ What is $?$ when the rocket is at height 25000 ? $?=radians$ Suppose the rocket is at some unknown height $y$. Give a formula for $?$ in terms of $y$. $?=radians$ $b$. Let $t$ be the number of seconds since the rocket launched. Give a formula that relates $dtdg?$ to $dtdy?$. (In your answer, write $y_{?}$ for $dtdy?$.) $dtdg?=$ What are the correct units to measure $dtd9?$ ? $feet/secondradians/secondseconds/ feetradians/ feet?$ What are the correct units to measure $dtdy?$ ? feet/second radians/second seconds / feet radians / feet c. When the rocket reaches height 25000 feet, it is moving at a velocity of 2000 feet per second. What is $?$ and how fast is it increasing at this time? $?=?radiansdtd??=radians/second?$

a)=givenl=2000base=5000x= angle that your camera points relative to the groundtan x=l/btan x=2000/5000tan x=2/5x=0.380 radExplanation:solution of a pa