CLEP Calculus › Rate of Flow
A -gallon tank begins to drain at a rate of
, where
is a time in seconds.
How much water will remain in the tank after five seconds?
A -gallon tank begins to drain at a rate of
, where
is a time in seconds.
How much water will remain in the tank after five seconds?
The volume (in gallonws) of water in a sink after the drain is opened as a function of time can be written as: . What is the rate of flow out of the sink at
Determine the rate of flow of a liquid at given that it's flow function is determined by:
Determine the rate of flow of a liquid at given that it's flow function is determined by:
The volume (in gallonws) of water in a sink after the drain is opened as a function of time can be written as: . What is the rate of flow out of the sink at
Water is passing through a cone-shaped filter at . The cone has a radius of
at the top and is
high. At what rate is the depth of the water changing when the water reaches a height of
?
The volume of a sink with a newly open drain is a function of time, given as: .
Determine an equation that models the rate of change of flow into the sink.
Water is passing through a cone-shaped filter at . The cone has a radius of
at the top and is
high. At what rate is the depth of the water changing when the water reaches a height of
?
A -gallon tank begins to drain at a rate of
, where
is a time in seconds.
How much time will it take for the tank to be completely drained?