SOLUTION: A tank is being filled at a variable rate. the depth of the water, H cm, at any time, t minutes, is described by the rule H = t2 + 2t. At what rate is the depth of water changing a
Algebra ->
Polynomials-and-rational-expressions
-> SOLUTION: A tank is being filled at a variable rate. the depth of the water, H cm, at any time, t minutes, is described by the rule H = t2 + 2t. At what rate is the depth of water changing a
Log On
Question 1096779: A tank is being filled at a variable rate. the depth of the water, H cm, at any time, t minutes, is described by the rule H = t2 + 2t. At what rate is the depth of water changing after 2 minutes? Answer by josmiceli(19441) (Show Source):
You can put this solution on YOUR website! Is this a calculus problem?
If so: ' =
After 2 min: ' = ' =
The depth is changing at a rate of
6 cm/min after 2 minutes
--------------------------
Heres the equation and it's slope at :