Solution Found!
k—Continued When friction and contraction of the water at
Chapter 3, Problem 12E(choose chapter or problem)
Leaking Cylindrical Tank—Continued When friction and contraction of the water at the hole are taken into account, the model in Problem 11 becomes
\(\frac{d h}{d t}=-c \frac{A_{h}}{A_{w}} \sqrt{2 g h}\)
where 0 > c > 1. How long will it take the tank in Problem 11(b) to empty if c = 0.6? See Problem 13 in Exercises 1.3.
Text Transcription:
frac{d h}{d t}=-c \frac{A_{h}}{A_{w}} \sqrt{2 g h}
Questions & Answers
QUESTION:
Leaking Cylindrical Tank—Continued When friction and contraction of the water at the hole are taken into account, the model in Problem 11 becomes
\(\frac{d h}{d t}=-c \frac{A_{h}}{A_{w}} \sqrt{2 g h}\)
where 0 > c > 1. How long will it take the tank in Problem 11(b) to empty if c = 0.6? See Problem 13 in Exercises 1.3.
Text Transcription:
frac{d h}{d t}=-c \frac{A_{h}}{A_{w}} \sqrt{2 g h}
ANSWER:Step 1 of 4
Given
We have to find the value of t, given c = 0.6