Question 1165248
The height of an object dropped from the roof of an eight story building is modeled by: h(t) -9t^2 + 81, 0 <t<2. Here, h is the height of the object off the ground in feet, t seconds after the object is dropped. Find and interpret the average rate of change of h over the interval [0,2].
======
-------------------
Close.
There's no equal sign.
h(t) = -9t^2 + 81
------------------------
Find h(2)
Find h(0)
---
Then the avg = (h(2) - h(0))/(2-0)