Solution Found!
cises 2.4 we saw that a mathematical model for the
Chapter 2, Problem 37E(choose chapter or problem)
Falling Chain In Problem 45 in Exercises 2.4 we saw that a mathematical model for the velocity v of a chain slipping off the edge of a high horizontal platform is
\(x v \frac{d v}{d x}+v^{2}=32 x\) .
In that problem you were asked to solve the DE by converting it into an exact equation using an integrating factor. This time, solve the DE using the fact that it is a Bernoulli equation.
Text Transcription:
xv dv/dx + v^2 = 32x
Questions & Answers
QUESTION:
Falling Chain In Problem 45 in Exercises 2.4 we saw that a mathematical model for the velocity v of a chain slipping off the edge of a high horizontal platform is
\(x v \frac{d v}{d x}+v^{2}=32 x\) .
In that problem you were asked to solve the DE by converting it into an exact equation using an integrating factor. This time, solve the DE using the fact that it is a Bernoulli equation.
Text Transcription:
xv dv/dx + v^2 = 32x
ANSWER:Step 1 of 5
In this problem we have to solve the given differential equation using the fact that it is a Bernoulli equation.
Given differential equation is
