Practice free →
Home › AP EAMCET › Mathematics › Application of Derivatives › Water enters a cylindrical tank of radius 2 m at…

Water enters a cylindrical tank of radius 2 m at 8 pi m^3/min. How fast does the level rise?

A2 m/min
B1 m/min
C4 m/min
D8 m/min
Answer & Solution
Correct answer: A. 2 m/min
V = 4 pi h gives dh/dt = (8 pi)/(4 pi) = 2 m/min, independent of the current height.
Solve this in the app — AP EAMCET practice & 24k+ MCQs →
Related questions