The depth of water in a certain nonuniform container is y = .016 t4 + -1.1 t2
+ 67, where depth y is in cm when clock time t is in seconds.
- At what average rate is the depth of water changing between clock times t = 9.6 and t =
9.700001 seconds?
- At what average rate is the depth of water changing between clock times t = 9.6 and t =
9.610001 seconds?
- At what average rate is the depth of water changing between clock times t = 9.6 and t =
9.601001 seconds?
- What do you estimate is the rate at which water depth is changing at clock time t = 9.6
seconds?
The rate at which water flows from a certain nonuniform cylinder is given by rate = .016
t3 + -1.1 t cm3 per minute, where t is in minutes. How much do
water do you think will flow between clock times t = 9.700001 minutes and t = 19.2 minutes?